Deprecated: Creation of dynamic property wpdb::$categories is deprecated in /home/uwcea/public_html/dp/wp-includes/wp-db.php on line 760

Deprecated: Creation of dynamic property wpdb::$post2cat is deprecated in /home/uwcea/public_html/dp/wp-includes/wp-db.php on line 760

Deprecated: Creation of dynamic property wpdb::$link2cat is deprecated in /home/uwcea/public_html/dp/wp-includes/wp-db.php on line 760

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-includes/comment-template.php on line 1747

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 996

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 996

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 1569

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 2308

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 3171

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 3177

Deprecated: Using ${var} in strings is deprecated, use {$var} instead in /home/uwcea/public_html/dp/wp-content/plugins/updraftplus/class-updraftplus.php on line 3312

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_AI::$is_wpcom is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-ai.php on line 31

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_AI::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-ai.php on line 32

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Instagram_Gallery::$is_wpcom is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-instagram-gallery.php on line 24

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Mailchimp::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-mailchimp.php on line 26

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Publicize_Share_Post::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-publicize-share-post.php on line 27

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Publicize_Share_Post::$is_wpcom is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-publicize-share-post.php on line 30

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Tweetstorm_Gather::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-tweetstorm-gather.php on line 21

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Tweetstorm_Gather::$is_wpcom is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v2-endpoint-tweetstorm-gather.php on line 22

Deprecated: Creation of dynamic property WPCOM_REST_API_V3_Endpoint_Blogging_Prompts::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v3-endpoint-blogging-prompts.php on line 40

Deprecated: Creation of dynamic property WPCOM_REST_API_V3_Endpoint_Blogging_Prompts::$wpcom_is_site_specific_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/class-wpcom-rest-api-v3-endpoint-blogging-prompts.php on line 41

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Gutenberg_Available_Extensions::$wpcom_is_site_specific_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/gutenberg-available-extensions.php on line 29

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Memberships::$wpcom_is_wpcom_only_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/memberships.php on line 23

Deprecated: Creation of dynamic property WPCOM_REST_API_V2_Endpoint_Memberships::$wpcom_is_site_specific_endpoint is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/jetpack/_inc/lib/core-api/wpcom-endpoints/memberships.php on line 24

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property MultiPostThumbnails::$label is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/multiple-post-thumbnails/multi-post-thumbnails.php on line 79

Deprecated: Creation of dynamic property MultiPostThumbnails::$id is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/multiple-post-thumbnails/multi-post-thumbnails.php on line 79

Deprecated: Creation of dynamic property MultiPostThumbnails::$post_type is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/multiple-post-thumbnails/multi-post-thumbnails.php on line 79

Deprecated: Creation of dynamic property MultiPostThumbnails::$priority is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/multiple-post-thumbnails/multi-post-thumbnails.php on line 79

Deprecated: Creation of dynamic property MultiPostThumbnails::$context is deprecated in /home/uwcea/public_html/dp/wp-content/plugins/multiple-post-thumbnails/multi-post-thumbnails.php on line 79

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property POMO_FileReader::$is_overloaded is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 26

Deprecated: Creation of dynamic property POMO_FileReader::$_pos is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 29

Deprecated: Creation of dynamic property POMO_FileReader::$_f is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/streams.php on line 160

Deprecated: Creation of dynamic property MO::$_gettext_select_plural_form is deprecated in /home/uwcea/public_html/dp/wp-includes/pomo/translations.php on line 292

Deprecated: Creation of dynamic property WP_Block_Type::$skip_inner_blocks is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$skip_inner_blocks is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Block_Type::$plan_check is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-block-type.php on line 391

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Return type of Requests_Cookie_Jar::offsetExists($key) should either be compatible with ArrayAccess::offsetExists(mixed $offset): bool, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Cookie/Jar.php on line 63

Deprecated: Return type of Requests_Cookie_Jar::offsetGet($key) should either be compatible with ArrayAccess::offsetGet(mixed $offset): mixed, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Cookie/Jar.php on line 73

Deprecated: Return type of Requests_Cookie_Jar::offsetSet($key, $value) should either be compatible with ArrayAccess::offsetSet(mixed $offset, mixed $value): void, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Cookie/Jar.php on line 89

Deprecated: Return type of Requests_Cookie_Jar::offsetUnset($key) should either be compatible with ArrayAccess::offsetUnset(mixed $offset): void, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Cookie/Jar.php on line 102

Deprecated: Return type of Requests_Cookie_Jar::getIterator() should either be compatible with IteratorAggregate::getIterator(): Traversable, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Cookie/Jar.php on line 111

Deprecated: Return type of Requests_Utility_CaseInsensitiveDictionary::offsetExists($key) should either be compatible with ArrayAccess::offsetExists(mixed $offset): bool, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Utility/CaseInsensitiveDictionary.php on line 40

Deprecated: Return type of Requests_Utility_CaseInsensitiveDictionary::offsetGet($key) should either be compatible with ArrayAccess::offsetGet(mixed $offset): mixed, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Utility/CaseInsensitiveDictionary.php on line 51

Deprecated: Return type of Requests_Utility_CaseInsensitiveDictionary::offsetSet($key, $value) should either be compatible with ArrayAccess::offsetSet(mixed $offset, mixed $value): void, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Utility/CaseInsensitiveDictionary.php on line 68

Deprecated: Return type of Requests_Utility_CaseInsensitiveDictionary::offsetUnset($key) should either be compatible with ArrayAccess::offsetUnset(mixed $offset): void, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Utility/CaseInsensitiveDictionary.php on line 82

Deprecated: Return type of Requests_Utility_CaseInsensitiveDictionary::getIterator() should either be compatible with IteratorAggregate::getIterator(): Traversable, or the #[\ReturnTypeWillChange] attribute should be used to temporarily suppress the notice in /home/uwcea/public_html/dp/wp-includes/Requests/Utility/CaseInsensitiveDictionary.php on line 91

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

Deprecated: Creation of dynamic property WP_Term::$object_id is deprecated in /home/uwcea/public_html/dp/wp-includes/class-wp-term-query.php on line 1118

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UWCEA – Diploma Programme https://dp.uwcea.org Diploma Programme Tue, 09 Aug 2022 15:09:10 +0000 en-GB hourly 1 https://wordpress.org/?v=6.0.8 https://dp.uwcea.org/wp-content/uploads/2020/05/cropped-favicon-32x32.gif UWCEA – Diploma Programme https://dp.uwcea.org 32 32 177746274 Global Politics https://dp.uwcea.org/global-politics/ https://dp.uwcea.org/global-politics/#respond Wed, 15 Jun 2022 12:39:06 +0000
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https://dp.uwcea.org/?p=391 GLOBAL POLITICS (Higher & Standard Levels)

In Global Politics, students get to explore how individuals and societies are impacted in an increasingly interconnected world through analyzing contemporary political issues. The study of global politics enables students to critically engage with a variety of perspectives and approaches to politics through the most common theories within International relations, Human rights, Development and Peace and conflict, in order to comprehend the challenges of the changing world and become aware of their role in it as active global citizens.

The Global politics course explores fundamental political concepts such as power, equality, sustainability, and peace in a range of contexts. It allows students to develop an understanding of the local, national, international and global dimensions of political activity and processes, as well as to explore political issues affecting their own lives. The course helps students to understand political concepts by grounding them in real-world examples and case studies. It also invites students to take a more practical approach in their SL internal assessment, which combines a practical engagement activity (eg. a short internship) with secondary research. The HL internal assessment requires students to develop the skills to deliver a political speech.

Global politics provides a uniquely rich context in which to explore the relationship between people and power.

Global Politics will only be taught on the Moshi Campus.

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Self-taught Language A (Standard Level) https://dp.uwcea.org/self-taught-language-a-standard-level/ https://dp.uwcea.org/self-taught-language-a-standard-level/#respond Wed, 15 Jun 2022 11:25:39 +0000
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One option that a number of students will select is to study their own mother tongue language as a school-supported, but self-taught language within the Group 1 framework. This option is only available at Standard Level.

Group 1 courses are designed to support future academic study by developing high levels of language competence and communication skills as well as social, aesthetic and cultural literacy. Literature plays a central role in the courses, which aim to support lifelong learning through engaging students as actively as possible with the texts they study. Each course highlights a different perspective in the study of texts.

Group 1 courses are suitable for students who have experience of using the language in an academic context. This is not a course with emphasis on grammar, syntax and other basic competencies in that language.

In Group 1 Language A: Literature courses have a focus towards developing an understanding of the techniques involved in literary criticism in context and promoting the ability to form independent literary judgments.

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French ab initio https://dp.uwcea.org/french-ab-initio/ Tue, 02 Jun 2020 07:58:12 +0000
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https://dp.uwcea.org/?p=307 FRENCH ab initio (Standard Level)

The language ab initio (beginner) course is a language acquisition course for students with little or no experience of the language. Students are not eligible if they have studied the language 3 or more years out of the last 5 years or within the last two years. French ab initio is only available on Arusha Campus.

Each theme has a list of topics that provide the students with opportunities to practice and explore the language as well as to develop intercultural competence. The students develop a greater awareness of cultures through language learning. Through the development of receptive, productive and interactive skills, students acquire the ability to respond and interact appropriately in a defined range of everyday situations. Each ab initio language has a language-specific syllabus that is used in conjunction with the IB guide.

Ab initio courses will be offered in Swahili, Spanish (Moshi Campus) and French (Arusha Campus).

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French B https://dp.uwcea.org/french-b/ Sat, 30 May 2020 16:25:22 +0000
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https://dp.uwcea.org/?p=276 FRENCH B (Higher & Standard Level)

The English, French and Swahili B programmes are offered at both Higher Level (HL) and Standard level (SL). They are most appropriate for those students who wish to continue studying French/Swahili/English as a second or foreign language, after having previously studied the language for at least two years.

Note: A native speaker of a language cannot take it as a language B, even at HL, unless they have never studied it in school

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Swahili Literature https://dp.uwcea.org/swahili-literature/ Sat, 30 May 2020 16:12:04 +0000
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https://dp.uwcea.org/?p=274 SWAHILI LITERATURE (Higher & Standard Level)
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Spanish ab initio https://dp.uwcea.org/spanish-ab-initio/ Sat, 30 May 2020 15:45:32 +0000
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https://dp.uwcea.org/?p=267 SPANISH ab initio (Standard Level)

The language ab initio (beginner) course is a language acquisition course for students with little or no experience of the language. Students are not eligible if they have studied the language 3 or more years out of the last 5 years or within the last two years. Spanish ab initio is only available on Moshi Campus.

Each theme has a list of topics that provide the students with opportunities to practice and explore the language as well as to develop intercultural competence. The students develop a greater awareness of cultures through language learning. Through the development of receptive, productive and interactive skills, students acquire the ability to respond and interact appropriately in a defined range of everyday situations. Each ab initio language has a language-specific syllabus that is used in conjunction with the IB guide.

Ab initio courses will be offered in Swahili, Spanish (Moshi Campus) and French (Arusha Campus).

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English A https://dp.uwcea.org/english-a/ Sat, 30 May 2020 15:33:23 +0000
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https://dp.uwcea.org/?p=264 ENGLISH LITERATURE (Higher and Standard Level)

ENGLISH LANGUAGE & LITERATURE (Higher and Standard level)

The English Language & Literature course will only be available on Moshi Campus. English Literature is available on both campuses.

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Swahili B (Higher & Standard Levels) https://dp.uwcea.org/swahili-b/ Thu, 28 May 2020 16:21:55 +0000
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The English, French and Swahili B programmes are offered at both Higher Level (HL) and Standard level (SL). They are most appropriate for those students who wish to continue studying French/Swahili/English as a second or foreign language, after having previously studied the language for at least two years.

Note: A native speaker of a language cannot take it as a language B, even at HL, unless they have never studied it in school.

The Swahili B course is only available on Arusha Campus.

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Choosing your course https://dp.uwcea.org/choosing-your-course/ Thu, 28 May 2020 15:16:23 +0000
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https://dp.uwcea.org/?p=229 Diploma versus Course status

You need to choose a programme that you will find interesting and rewarding to study over two years. You need recognized qualifications that give you flexibility and choice for the next stage of your life.
Rather than meeting all the requirements for the IB Diploma, students may elect to study a number of IB Diploma subjects at Higher or Standard Level to gain individual IB course credits. They do the full coursework and examinations in these subjects but are exempted from Theory of Knowledge and the Extended Essay. Many Course students excel because the workload and subject areas are tailored to their interests and capabilities. Good course student scores will gain you entry into many universities. Competitive European universities will usually require the IB Diploma for entrance, but many higher education courses will also be available in Europe to candidates holding good Course results.

Course programmes must be designed to meet graduation requirements at a minimum.

Students selected by National Committees are required to follow the Diploma Programme.

DP Subject choices

Diploma courses are all 2-year courses, so it is important that you think through your choices. You can talk to teachers, current students, your parents and the Diploma Programme Coordinator, but remember the final decision must be yours. Ideally, your Higher-level subjects should be those for which you have a high level of competence and interest; your current teacher will make recommendations regarding academic competence. You should review the course descriptions in this handbook carefully, watch the videos on the website and consult the timetable categories to determine which courses may conflict with one another. Since universities often have specific course requirements for certain majors, you should consider your future goals as you plan your programme. Finally, this may be your last opportunity to take courses in certain subject areas, like the arts, and we encourage you to branch out and explore all the academic courses on offer.

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IB Assessment https://dp.uwcea.org/ib-assessment/ Thu, 28 May 2020 15:13:00 +0000
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https://dp.uwcea.org/?p=227 The IB Diploma incorporates varied assessment practices

Subject Guides identify goals, objectives and assessment criteria for each subject. Ongoing assessment tasks, such as written exams and oral presentations, are designed to support and encourage optimum teaching and learning. At the end of the second year of the DP, students sit written exams in most subject areas. There are no written exams in Visual Arts, Music or Theatre. To help prepare students for these written exams, teachers use a variety of tools such as ensuring students practise on questions from previous years’ exams.

Assessment tasks in the DP measure skills such as analysing and presenting information, evaluating and constructing arguments and solving problems creatively. Basic skills are also assessed, including the retention of knowledge and the understanding of key concepts. It is important to emphasise that in promoting academic skills, DP assessment promotes intercultural skills and an international outlook.

Internal versus External Assessment

DP assessment is not only exam-based, each subject has a coursework component referred to as the Internal Assessment. The Internal Assessment is graded or marked by the class teacher and then a sample is submitted to an external IB-appointed examiner. If necessary, the marks will be adjusted to reflect the international marking standard. This process is known as moderation. Internal Assessment can account for 20-60% of the final DP mark, depending on the subject.

External Assessment includes the May examinations along with coursework in a few subjects. The IB appoints external examiners who mark these. Their marking is also subjected to moderation and this is part of the reason why IB results carry worldwide recognition.

Diploma Results

Diploma courses are graded using the IB scale of 1-7, with 7 being the highest. Diploma candidates take six classes, with the potential to earn 42 points. In addition, three points may be awarded based on the combined assessment of the Extended Essay and Theory of Knowledge, giving an overall maximum of 45 points.

A Diploma is normally awarded if a student satisfies the Core requirements and earns 24 points. They must earn a minimum of 12 points in their combined higher-level subjects, with no mark falling below a 2. There are no more than two grade 2s awarded and there are no more than three grade 3s or below awarded. Students must also gain a minimum of 9 points in the standard level courses. Please see the publication “Diploma Programme Regulations” on the IB website for the complete details regarding the award of the Diploma.

Results are published annually on 6 July and are available to candidates on-line via an individualised access code. Universities require that the official results be sent directly to them from the IB offices in Geneva. The original hard copies of IB Diplomas and Certificates are mailed to UWCEA in early September where they are available for collection or can be sent to students if required.

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DP Timetables on both Campuses https://dp.uwcea.org/dp-timetables-on-both-campuses/ Thu, 28 May 2020 13:35:32 +0000
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https://dp.uwcea.org/?p=221 Timetable categories on Moshi Campus
Category AEnglish A Literature HL/SL
English A Language & Literature HL/SL
English B HL/SL
Category BSwahili A Literature HL/SL
School Supported Self-taught A SL
French B HL/SL
Swahili ab initio SL
Spanish ab initio SL
Category CGeography HL/SL
Economics HL/SL
Business Management HL/SL
Global Politics HL/SL
Theatre HL/SL [Group 6]
Category DBiology HL/SL
Chemistry HL/SL
Physics HL/SL
Environmental Systems & Societies SL
Category EMathematics: Analysis & Approaches HL/SL
Mathematics: Applications & Interpretation HL/SL
Category FVisual Arts HL/SL
Music HL/SL
History HL/SL [Group 3]
Chemistry HL/SL [Group 4]
Biology HL/SL [Group 4]

Timetable categories on Arusha Campus

Category AEnglish A Language & Literature HL/SL
English B HL/SL
Category BFrench B HL/SL
Swahili B HL/SL
Swahili ab initio SL
French ab initio SL
School Supported Self-taught A SL
Category CBusiness Management HL/SL
Economics HL/SL
Geography HL/SL
History HL/SL
Environmental Systems & Societies SL
Category DBiology HL/SL
Physics HL/SL
Chemistry HL/SL
Mathematics: Analysis & Approaches SL
Mathematics: Applications & Interpretation SL
Category EMathematics: Analysis & Approaches HL/SL
Mathematics: Applications & Interpretation HL
Biology HL/SL
Environmental Systems & Societies SL
Category FVisual Arts HL/SL
Music HL/SL
Theatre HL/SL
Economics HL/SL [Group 3]
Chemistry HL/SL [Group 4]

Notes:

  1. Courses in the same timetable category (A – F) will be taught at the same time and therefore cannot be taken together as part of a Diploma programme.
  2. Online courses are listed and although they are not timetabled, they are part of the curriculum. Students work during tuition hours on the on-line course individually. Each week online students will study during tuition hours for not less than four and a half hours and this equates to the number of hours of lessons for other DP subject courses.
  3. Dutch courses are financed by additional parental contributions and subject to availability.
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DP Courses on both Campuses https://dp.uwcea.org/dp-courses-on-both-campuses/ Thu, 28 May 2020 13:15:05 +0000
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https://dp.uwcea.org/?p=216 Courses on Moshi Campus
GROUP 1Studies in Language and LiteratureEnglish Literature HL/SL;
English Language & Literature SL/HL;
Swahili Literature HL/SL;
Self-Taught Mother Tongue Language A SL
GROUP 2Language AcquisitionEnglish B HL/SL;
French B HL/SL;
Swahili ab initio SL;
Spanish ab initio SL;
on-line Language Acquisition courses through Pamoja Education
(B = intermediate; ab initio = beginner)
GROUP 3Individuals & SocietiesEconomics HL/SL;
Environmental Systems & Societies SL*;
Geography HL/SL;
History HL/SL,
Business Management HL/SL,
Global Politics HL/SL, or
on-line courses via Pamoja Education
GROUP 4SciencesBiology HL/SL;
Chemistry HL/SL;
Environmental Systems & Societies SL*;
Physics HL/SL
GROUP 5MathematicsMathematics: Analysis and Approaches HL/SL
Mathematics: Applications and Interpretation HL/SL
GROUP 6Arts & ElectivesMusic HL/SL,
Theatre HL/SL
Visual Arts HL/SL, or
a course from group 1, 2, 3 or 4

Courses on Arusha Campus

GROUP 1Studies in Language and LiteratureEnglish Language and Literature SL/HL,
Swahili Literature SL/HL,
Self-Taught Mother Tongue Language A SL
GROUP 2Language AcquisitionEnglish B SL/HL,
French B SL/HL,
Swahili B SL/HL,
Dutch B SL/HL,
Swahili ab initio SL only,
French ab initio SL only,  
(B = intermediate; ab initio = beginner)
GROUP 3Individuals & SocietiesGeography SL/HL,
History SL/HL,
Economics SL/HL,
Business Management SL/HL,
Environmental Systems and Societies (ESS)* SL only
GROUP 4SciencesBiology SL/HL,
Chemistry SL/HL,
Physics SL/HL,
Environmental Systems and Societies (ESS)* SL only
GROUP 5MathematicsMathematics: Analysis and Approaches HL/SL
Mathematics: Applications and Interpretation HL/SL
GROUP 6Arts & ElectivesVisual Arts SL/HL,
Music SL/HL,
Theatre SL/HL or
a course from group 1, 2, 3 or 4 (some combinations may not be possible due to timetabling)

*As an inter-disciplinary course, Environmental Systems & Societies SL can fulfil the requirements of either a Group 3 or Group 4 course.

Core Requirements (Both campuses)

  • Creativity, Activity and Service
  • Theory of Knowledge
  • Extended Essay

Additional Features

  • Life Skills
  • Diploma Success Skills

Notes:

  1. All Group 1-6 courses listed above are two years in length.
  2. In determining which courses to take at standard and which at higher, we strongly recommend that students have achieved a grade of 5 or above in the MYP precursor to their HL subjects.
  3. Successful completion of CAS and Life Skills are required for graduation and must be undertaken by all students.
  4. Any ab initio (beginner) course is solely for beginners in this language and students are not eligible if they have studied the language 3 or more years out of the last 5 years or within the last two years.
  5. Dutch language courses are financed by supplementary parental payments.
  6. Pamoja online courses are available, but the Pamoja fees are additional to the tuition fees.
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Sample DP Programmes https://dp.uwcea.org/sample-dp-programmes/ Thu, 28 May 2020 12:44:27 +0000
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https://dp.uwcea.org/?p=204 No special emphasis Diploma Programme
Group 1English Literature AHL
Group 2French BHL
Group 3GeographyHL
Group 4PhysicsSL
Group 5Mathematics A&ASL
Group 6MusicSL
COREToK/CAS/EE 

Humanities Emphasis

Group1English AHL
Group 2Swahili BSL
Group 3GeographyHL
Group4BiologySL
Group 5Mathematics A&ISL
Group 6History (3)HL
COREToK/CAS/EE 

Science Emphasis

Group 1English ASL
Group 2Swahili ab initioSL
Group 3GeographySL
Group 4PhysicsHL
Group 5Mathematics A&AHL
Group 6Chemistry (4)HL
COREToK/CAS/EE 
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University & Socio-Emotional Guidance https://dp.uwcea.org/university-socio-emotional-guidance/ Thu, 28 May 2020 12:40:08 +0000
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https://dp.uwcea.org/?p=202 The goals of the UWCEA’s University and Socio-Emotional Department are to provide assistance to each student as they prepare for post-secondary studies around the world, and to support their mental health/wellbeing. The department aims to provide students with all the available and relevant data on which to base a decision to apply and/or attend a specific institution after graduation, while also supporting the development of skills that will promote a healthy lifestyle and problem solving. In addition, the department will send transcripts, school profiles and teacher recommendations, which will promote the student’s candidacy by highlighting known skills, achievements, interests, and potential. UWCEA’s success in placing students in top universities worldwide is a tribute to UWCEA’s outstanding DP academic programme, and will continue to build upon the UWC Davis Scholars partnership with institutions throughout the United States.

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Life & Diploma Success Skills https://dp.uwcea.org/life-skills/ Thu, 28 May 2020 12:36:49 +0000
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https://dp.uwcea.org/?p=200 Life Skills

All IB Diploma students participate in a two-year Life Skills course. The course is a continuation of the Life Skills curriculum that runs throughout the Middle Years Programme. At IB Diploma level, lessons aim to cover social, personal skills, and topics that relate particularly to young adults in preparation for life after UWCEA. Preparation for college/university and career exploration are also a component of your coursework. In addition, there is a focus on interpersonal skills, group dynamics and the practical skills that UWCEA students will need to use on leaving school – for example basic cookery, budgeting of personal finances, CV/resume writing, interviewing, debating and discussion skills. Some of the issues students face when studying in a new country such as loneliness, homesickness and racism are also examined. There is also an element of this course that addresses current events and issues as they arise to meet the needs of the students.

Diploma Success Skills

Students will be guided on how to approach research and develop academic writing skills by practising tools for developing questions, methodologies, referencing, academic integrity and academic language for essay writing in all subjects across the Diploma Programme.

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Creativity, Activity & Service https://dp.uwcea.org/cas/ Thu, 28 May 2020 12:32:30 +0000
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https://dp.uwcea.org/?p=197 CREATIVITY, ACTIVITY & SERVICE

The CAS programme is seen as such an important component of the IB diploma that it is an UWCEA graduation requirement. UWCEA feels strongly that through this programme students can learn more about themselves and their own potential and about their relationship and responsibility to the society around them. The CAS programme offers the opportunity for students to put themselves in new situations. Whatever a student chooses to do they will learn from their reactions to it, to people and needs they have not met before and students often create their own initiatives and ideas in response to an experience.

All D1 and D2 students are expected to follow a balanced programme of involvement. The three strands of CAS enhance students’ personal and interpersonal development through experiential learning and enable journeys of self- discovery. CAS encourages IB students to share their energies and special talents while developing awareness, concern and the ability to work cooperatively with others. Sample CAS experiences include the following:

CreativityActivityService
CookeryAthleticsEnvironment Club
Drama ProductionCricketWorking with an NGO
OrigamiDanceStudent Government
Chess ClubSwimmingWorking at an animal shelter

Students must keep regular records of experiences undertaken and write reflections regularly about their response to the seven learning outcomes this is documented through a CAS Portfolio which they present during a series of interviews.

Each student must:

  • Identify own strengths and develop areas for growth
  • Demonstrate that challenges have been undertaken, developing new skills in the process
  • Demonstrate how to initiate and plan a CAS experience
  • Show commitment to and perseverance in CAS experiences
  • Demonstrate the skills and recognize the benefits of working collaboratively
  • Demonstrate engagement with issues of global significance
  • Recognize and consider the ethics of choices and actions

In an addition to meeting each strand and the learning outcomes, students must complete a CAS project. This is a collaborative, longer term series of experiences involving one or more strands, for example organizing a school event.

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Extended Essay https://dp.uwcea.org/ee/ Thu, 28 May 2020 12:28:31 +0000
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https://dp.uwcea.org/?p=195 THE EXTENDED ESSAY

The Extended Essay is an independent, self-directed piece of research, culminating in a 4,000-word paper. It is important, because it provides practical preparation for the kinds of undergraduate research required at tertiary level. From the choice of a suitable research question, to the final completion of the extended essay, students must produce their piece within the constraints of time, essay length and available resources. This component provides an opportunity to engage in an in-depth study of a topic of interest within a chosen subject.

Emphasis is placed on the research process, on the appropriate formulation of a research question, on personal engagement in the exploration of the topic, and on communication
of ideas and development of argument. It develops the capacity to analyse, synthesise and evaluate knowledge, with a personal choice of topic from within any subject area. Students are supported and encouraged throughout the Diploma Success Skills with advice and guidance from a supervisor.

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Theatre https://dp.uwcea.org/theatre/ Thu, 28 May 2020 12:13:02 +0000
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https://dp.uwcea.org/?p=187 THEATRE (Higher and Standard Level)

Theatre is a practical subject that encourages discovery through experimentation, risk- taking and the presentation of ideas. The IB DP theatre course is multifaceted and gives students the opportunity to actively engage in theatre as creators, designers, directors and performers. It emphasizes working both individually and collaboratively as part of an ensemble. The teacher’s role is to create opportunities that allow students to explore, learn, discover and collaborate to become autonomous, informed and skilled theatre- makers.

Course Objectives

Having followed the theatre course students are expected to

  1. Demonstrate knowledge and understanding of specified content
    • Describe the relationship between theatre and its contexts
    • Identify appropriate and valuable information from research for different specialist theatre roles
    • Present ideas, discoveries and learning, gained through research and practical exploration to others
  2. Demonstrate application and analysis of knowledge and understanding
    • Explain the relationship and significance of the integration of production, performance and research elements
    • Explore and demonstrate different ways through which ideas can be presented and transformed into action
    • Explain what has informed, influenced and had impact on their work
  3. Demonstrate synthesis and evaluation
    • Evaluate their work and the work of others
    • Discuss and justify choices
    • Examine the impact their work has had on others
  4. Select, use and apply a variety of appropriate skills and techniques
    • Demonstrate appropriate skills and techniques in the creation and presentation of theatre in different specialist theatre roles
    • Demonstrate organization of material including use and attribution of sources
    • Demonstrate the ability to select, edit and present work appropriately

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Music https://dp.uwcea.org/music/ Thu, 28 May 2020 12:05:31 +0000
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https://dp.uwcea.org/?p=184 Music (Higher and Standard Level)

The IB Diploma Programme music course seeks to develop students’ knowledge and potential as musicians, both personally and collaboratively. IB Diploma Programme music students are required to study musical perception and actively listen to a wide range of music from different parts of the world, musical cultures and time periods. They also develop aural perception and understanding of music by learning about musical elements, including form and structure, notations, musical terminology and context. Through the course of study, students become aware of how musicians work and communicate.

Music functions as a means of personal and communal identity and expression and embodies the social and cultural values of individuals and communities. This scenario invites exciting exploration and sensitive study.

Course Objectives

Having followed the Music course students are expected to:

  • demonstrate knowledge, understanding and perception of music in relation to time, place and cultures
  • use appropriate musical terminology to describe and reflect their critical understanding of music
  • apply comparative analysis of music in relation to time, place and cultures.
  • exhibit creative skills through exploration, control and development of musical elements
  • demonstrate performance skills through solo or group music making
  • show critical-thinking skills through reflective thought.
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Visual Arts https://dp.uwcea.org/visual-arts/ Thu, 28 May 2020 12:01:14 +0000
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https://dp.uwcea.org/?p=181 VISUAL ARTS (Higher and Standard Level)

The Visual Arts are an integral part of everyday life, permeating all levels of human creativity, expression, communication and understanding. They range from traditional forms embedded in culture, to the varied and divergent practices associated with emerging conceptual forms of visual language. They may have socio-political impact as well as ritual, spiritual, decorative or functional value; they can be uplifting, persuasive and subversive in some instances. enlightening and uplifting in others. We celebrate the Visual Arts not only in the way we create images and objects, but also in the way we appreciate, enjoy, respect and respond to the art-making practices of others. Theories and practices in Visual Arts are dynamic and connect many areas of knowledge and human experience through individual and collaborative exploration, creative production and critical interpretation.

Course Objectives

Having followed the visual arts course, students are expected to:
  1. Demonstrate knowledge and understanding of specified content
    • Identify various contexts in which the visual arts can be created and presented
    • Describe artwork from differing contexts, and identify the ideas, conventions and techniques employed by the art-makers
    • Recognize the skills, techniques, media, forms and processes associated with the visual arts
    • Present work, using appropriate visual arts language, as appropriate to intentions
  2. Demonstrate application and analysis of knowledge and understanding
    • Express concepts, ideas and meaning through visual communication
    • Analyse artworks from a variety of different contexts
    • Apply knowledge and understanding of skills, techniques, media, forms and processes related to art-making
  3. Demonstrate synthesis and evaluation
    • Critically analyse and discuss artworks created by themselves and others and articulate an informed personal response
    • Formulate personal intentions for the planning, development and making of artworks that consider how meaning can be conveyed to an audience
    • Demonstrate the use of critical reflection to highlight success and failure in order to progress work
    • Evaluate how and why art-making evolves and justify the choices made in their own visual practice
  4. Select, use and apply a variety of appropriate skills and techniques
    • Experiment with different media, materials and techniques in art-making
    • Make appropriate choices in the selection of images, media, materials and techniques in art-making
    • Demonstrate technical proficiency in the use and application of skills, techniques, media, images, forms and processes
    • Produce a body of resolved and unresolved artworks as appropriate to intentions

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Mathematics: Applications & Interpretation https://dp.uwcea.org/mathematics-ai/ Thu, 28 May 2020 11:51:45 +0000
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https://dp.uwcea.org/?p=177 MATHEMATICS: Applications & Interpretation (Higher and Standard Level)

Mathematics: Applications and Interpretation is for students who are interested in developing their mathematics for describing our world and solving practical problems. You will also be interested in harnessing the power of technology alongside exploring mathematical models. This course is for students who enjoy mathematics best when seen in practical contexts.

This course recognizes the increasing role that mathematics and technology play in a diverse range of fields in a data-rich world. As such, it emphasizes the meaning of mathematics in context by focusing on topics that are often used as applications or in mathematical modelling. To give this understanding a firm base, this course also includes topics that are traditionally part of a pre-university mathematics course such as calculus and statistics. This course makes extensive use of technology to allow students to explore and construct mathematical models. It develops mathematical thinking, often in the context of a practical problem and using technology to justify conjectures.

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Mathematics: Analysis & Approaches https://dp.uwcea.org/mathematics-aa/ Thu, 28 May 2020 10:43:56 +0000
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https://dp.uwcea.org/?p=174 MATHEMATICS: Analysis & Approaches (Higher & Standard Level)

Mathematics: Analysis and Approaches is for students who enjoy developing their mathematics to become fluent in the construction of mathematical arguments and develop strong skills in mathematical thinking. You will also be fascinated by exploring real and abstract applications of these ideas, with and without technology. This course is for students who enjoy the thrill of mathematical problem solving and generalization.

This course recognizes the need for analytical expertise in a world where innovation is increasingly dependent on a deep understanding of mathematics. This course includes topics that are both traditionally part of a pre-university mathematics course such as functions, trigonometry, and calculus, as well as topics that are amenable to investigation, conjecture and proof such as the study of sequences and proof by induction. This course allows the use of technology, as fluency in relevant mathematical software and hand-held technology is important regardless of choice of course, However, there is a strong emphasis on the ability to construct, communicate and justify correct mathematical arguments.

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Environmental Systems & Societies https://dp.uwcea.org/ess/ Thu, 28 May 2020 10:28:26 +0000
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https://dp.uwcea.org/?p=168 ENVIRONMENTAL SYSTEMS & SOCIETIES (Standard Level)

This course is designed to combine the methodology, techniques and knowledge associated with group 4 (sciences) with those associated with group 3 (individuals and societies). As an interdisciplinary course, students can study ESS and have it count as either a group 3 or a group 4 subject, or as both. If students choose the latter option, this leaves the opportunity to study an additional subject from any other group, including an additional group 3 or group 4 subject.

Course objectives

The aims of the ESS course are to enable students to:

  1. acquire the knowledge and understandings of environmental systems at a variety of scales
  2. apply the knowledge, methodologies and skills to analyse environmental systems and issues at a variety of scales
  3. appreciate the dynamic interconnectedness between environmental systems and societies
  4. value the combination of personal, local and global perspectives in making informed decisions and taking responsible actions on environmental issues
  5. be critically aware that resources are finite, and that these could be inequitably distributed and exploited, and that management of these inequities is the key to sustainability
  6. develop awareness of the diversity of environmental value systems
  7. develop critical awareness that environmental problems are caused and solved by decisions made by individuals and societies that are based on different areas of knowledge
  8. engage with the controversies that surround a variety of environmental issues
  9. create innovative solutions to environmental issues by engaging actively in local and global contexts

 

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Physics https://dp.uwcea.org/physics/ Thu, 28 May 2020 10:22:16 +0000
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https://dp.uwcea.org/?p=166 PHYSICS (Higher and Standard Level)

Physics does involve calculation, but it is not considered a branch of Mathematics. Competence with algebra and an ability to think in a logical way will help see you through. It is very important to realise that standard level Physics is not in any sense easier than higher level. It contains fewer topics and is allocated fewer timetabled lessons, but the topics that it covers are tested to exactly the same level of difficulty as the higher physics paper.

As the DP Physics guide articulates, “Physics is the most fundamental of the experimental sciences, as it seeks to explain the universe itself from the very smallest particles — currently accepted as quarks, which may be truly fundamental — to the vast distances between galaxies.”

Course objectives

The IB Diploma physics course aims to provide students with a solid understanding of the ‘classical Physics’ concepts and ideas that permeate both traditional “Newtonian” mechanics and the more modern “Quantum Mechanical” view of the subject. The course aims to develop the understanding of physics relevant to modern science and technology. Conceptual skills and problem solving skills will be developed in parallel. The course aims to introduce the main ideas in an interesting and practical fashion. Emphasis is placed on the use of IT in data collection. Through hands-on experience, and the study of theories, models and laws, students gain a close insight into the world around them. From Newton to Einstein, from quarks to galaxies, Physics takes you on a voyage of discovery and understanding. As the DP Physics guide states, “The Diploma Programme physics course allows students to develop traditional practical skills and techniques and increase their abilities in the use of mathematics, which is the language of physics. It also allows students to develop interpersonal and digital communication skills which are essential in modern scientific endeavour and are important life-enhancing, transferable skills in their own right.”

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Chemistry https://dp.uwcea.org/chemistry/ Thu, 28 May 2020 10:19:22 +0000
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https://dp.uwcea.org/?p=164 CHEMISTRY (Higher and Standard Level)

The Science of Chemistry is studied as a preparation for many different occupations. It is essential for those who wish to study Medicine, Pharmacy, Biochemistry, Molecular Biology or Chemical Engineering, and is important as a link subject, studied often in combination with Physics or with Biology.

Course Objectives

The primary goal of the Chemistry course is to provide a solid foundation in the basic concepts and facts of chemistry, particularly those needed by future scientists and engineers. It gives students an appreciation of the importance of chemistry to society in general and to daily life in particular. Because of the logical nature of chemistry, the course will also develop skills in analytical thinking and problem solving. When both the experimental and logical nature of chemistry are seen together in lecture and laboratory settings our students better appreciate how scientists work, how observations are used to formulate theories and how theories are used to suggest additional experiments. Our students who perform well are those who have developed logical skills combined with good recall, methodical working and the ability to apply principles learned to new situations.

Chemists know that the tools of logic and reason lead directly not to fact, but to theory, and that any good theory must still face such questions as, ‘Is the theory right or wrong?’ The appreciation of these distinctions, together with reasoning skills, has significance far beyond the chemistry classroom or laboratory. This links Chemistry to the Theory of Knowledge aspects of the IB Diploma.

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Biology https://dp.uwcea.org/biology/ Thu, 28 May 2020 10:16:35 +0000
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https://dp.uwcea.org/?p=162 BIOLOGY (Higher & Standard Level)

The content and level of the programme is set to provide a sound preparation for college or university. It is therefore suitable for students planning to study courses requiring a biological qualification e.g. Biochemistry, Dentistry, Medicine, Agriculture or Pharmacy.

Students wishing to study Higher-level Biology need a good background in Biology and Chemistry. If they plan to pursue the subject beyond IB Diploma, they are also advised to study IB Diploma Chemistry at least at Standard level. Fieldwork is an important part of the course and will be undertaken at various levels.

Course objectives:

The underlying basic concepts in Biology are the relationship between structure and function, adaptations and interdependence, dynamic equilibrium and evolution. These themes run throughout the course at core, additional higher level and options. It is hoped that students will acquire a limited body of facts, and at the same time develop a broad, general understanding and appreciation of the underlying biological concepts

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Business Management https://dp.uwcea.org/business-management/ Thu, 28 May 2020 10:13:15 +0000
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https://dp.uwcea.org/?p=158 BUSINESS MANAGEMENT (Higher and Standard Level)

The Business Management course is designed to develop students’ knowledge and understanding of business management theories, as well as their ability to apply a range of tools and techniques. Students learn to analyse, discuss and evaluate business activities at local, national and international levels. The course covers a range of organizations from all sectors, as well as the socio-cultural and economic contexts in which those organizations operate.

The course covers the key characteristics of business organization and environment and the business functions of human resource management, finance and accounts, marketing and operations management. Links between the topics are central to the course. Through the exploration of the six underpinning concepts (change, culture, ethics, globalization, innovation and strategy), the course allows students to develop a holistic understanding of today’s complex and dynamic business environment. The conceptual learning is firmly anchored in business management theories, tools and techniques and placed in the context of real-world examples and case studies.

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Economics https://dp.uwcea.org/economics/ Thu, 28 May 2020 10:10:55 +0000
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https://dp.uwcea.org/?p=156 ECONOMICS (Higher and Standard Levels)

One of the most inviting factors about studying Economics is that the educators hold strong views about what they teach; however, they do not all hold the same view. This tenet runs deep in the history of economics as well, where waves of different ideologies have come to light and have shaped the policies of governments around the world. Many of these ideologies have been met with criticism. For example, the arguments and protests witnessed worldwide concerning opening countries to business amidst the Coronavirus pandemic stem from different views on both the governance of the macro economy, and the behaviours of individuals and firms in the market. As an example, the patenting of human life forms is an economic issue as much as it is a scientific one, as it gives firms immense market power that can sometimes be abused.

Therefore, the course examines arguments made by both the critics and the proponents of the theory presented in the syllabus.

Students should take this course if they are interested in the human condition and the theories Economists use to make sense of the world.  You must be able to engage yourself in abstract thought. IB Economics provides a good foundation for the following courses: History, Political Science, International Relations, Sociology, Philosophy, Geography and Business.

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History https://dp.uwcea.org/history/ Thu, 28 May 2020 10:02:24 +0000
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https://dp.uwcea.org/?p=154 HISTORY (higher and Standard Levels)

The IB Diploma Programme (DP) history course is a world history course based on a comparative and multi-perspective approach to history. It involves the study of a variety of types of history, including political, economic, social and cultural, and provides a balance of structure and flexibility. The course emphasizes the importance of encouraging students to think historically and to develop historical skills as well as gaining factual knowledge. It puts a premium on developing the skills of critical thinking, and on developing an understanding of multiple interpretations of history. In this way, the course involves a challenging and demanding critical exploration of the past.

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Geography https://dp.uwcea.org/geography/ Thu, 28 May 2020 10:00:21 +0000
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https://dp.uwcea.org/?p=152 GEOGRAPHY (Higher & Standard Levels)

Geography is a dynamic subject that is firmly grounded in the real world and focuses on the interactions between individuals, societies and the physical environment in both time and space. It seeks to identify trends and patterns in these interactions and examines the processes behind them. It also investigates the way that people adapt and respond to change and evaluates management strategies associated with such change. Geography describes and helps to explain the similarities and differences between spaces and places. These may be defined on a variety of scales and from a range of perspectives. Within Individuals and Societies (group 3) subjects, geography is distinctive in that it occupies the middle ground between social sciences and natural sciences. The Diploma Programme geography course integrates both physical and human geography and ensures that students acquire elements of both scientific and socio – economic methodologies.

Geography takes advantage of its position between both these groups of subjects to examine relevant concepts and ideas from a wide variety of disciplines. This helps students develop an appreciation of, and a respect for, alternative approaches, viewpoints and ideas.

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English B https://dp.uwcea.org/english-b/ Wed, 27 May 2020 18:26:49 +0000
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https://dp.uwcea.org/?p=144

The English, French and Swahili B programmes are offered at both Higher Level (HL) and Standard level (SL). They are most appropriate for those students who wish to continue studying French/Swahili/English as a second or foreign language, after having previously studied the language for at least two years.

Note: A native speaker of a language cannot take it as a language B, even at HL, unless they have never studied it in school

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Theory of Knowledge https://dp.uwcea.org/tok/ Tue, 26 May 2020 17:06:02 +0000
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https://dp.uwcea.org/?p=138 THEORY OF KNOWLEDGE

Knowing about knowing

ToK is a course about critical thinking and inquiring into the process of knowing, rather than about learning specific body of knowledge. It is a core element that all Diploma Programme students undertake. ToK and the Diploma Programme subjects support each other in the sense that they reference each other and share some common goals. The ToK course examines how we know what we claim to know.

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Swahili ab initio (Standard Level) https://dp.uwcea.org/swahili-ab-initio/ Tue, 26 May 2020 08:01:09 +0000
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The language ab initio (beginner) course is a language acquisition course for students with little or no experience of the language. Students are not eligible if they have studied the language 3 or more years out of the last 5 years or within the last two years

Each theme has a list of topics that provide the students with opportunities to practice and explore the language as well as to develop intercultural competence. The students develop a greater awareness of cultures through language learning. Through the development of receptive, productive and interactive skills, students acquire the ability to respond and interact appropriately in a defined range of everyday situations. Each ab initio language has a language-specific syllabus that is used in conjunction with the IB guide.

Ab initio courses will be offered in Swahili, Spanish (Moshi Campus) and French (Arusha Campus).

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Mathematics – Detailed Course Comparison https://dp.uwcea.org/maths-comparison/ Sat, 23 May 2020 13:10:06 +0000
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https://dp.uwcea.org/?p=75 There are two mathematics courses in the Diploma Programme (DP), both taught at Higher level (HL) and Standard level (SL). The first is Mathematics: analysis and approaches and the second is Mathematics: applications and interpretation. Each course approaches topics at varying levels of teaching hours. This guide will provide some insights into which course will be the best fit for you.

The courses are separated by how they approach mathematics, described generally by the table below:

Mathematics: applications and interpretation

  • Emphasis on modelling and statistics
  • Develops strong skills in applying mathematics to the real-world
  • Real mathematical problem solving using technology
  • For students interested in social sciences, natural sciences, medicine, statistics, business, engineering, some economics, psychology and design

Mathematics: analysis and approaches

  • Emphasis on algebraic methods
  • Develop strong skills in mathematical thinking
  • Real and abstract mathematical problem solving
  • For students interested in mathematics, engineering physical sciences, and some economics

A detailed breakdown of the subject content is as follows:

Standard Level Comparison

Applications and Interpretation SL
  • Operations with numbers in the form a × 10k where 1 ≤ a < 10 and k is an integer
  • Arithmetic sequences and series
  • Use of the formulae for the nth term and the sum of the first n terms of the sequence
  • Use of sigma notation for sums of arithmetic sequences, applications
  • Analysis, interpretation and prediction where a model is not perfectly arithmetic in real life
  • Geometric sequences and series
  • Use of the formulae for the nth term and the sum of the first n terms of the sequence
  • Use of sigma notation for the sums of geometric sequences, applications
  • Financial applications of geometric sequences and series: compound interest, annual depreciation
  • Laws of exponents with integer exponents
  • Introduction to logarithms with base 10 and e
  • Numerical evaluation of logarithms using technology
  • Approximation: decimal places, significant figures
  • Upper and lower bounds of rounded numbers
  • Percentage errors
  • Estimation
  • Amortization and annuities using technology
  • Use technology to solve: systems of linear equations in up to 3 variables, polynomial equations
Analysis and Approaches SL
  • Operations with numbers in the form a × 10k where 1 ≤ a < 10 and k is an integer
  • Arithmetic sequences and series
  • Use of the formulae for the nth term and the sum of the first n terms of the sequence
  • Use of sigma notation for sums of arithmetic sequences
  • Geometric sequences and series
  • Use of sigma notation for the sums of geometric sequences
  • Financial applications of geometric sequences and series: compound interest, annual depreciation.
  • Laws of exponents with integer exponents
  • Introduction to logarithms with base 10 and e
  • Numerical evaluation of logarithms using technology
  • Simple deductive proof, numerical and algebraic; how to lay out a left-hand side to right-hand side (LHS to RHS) proof
  • The symbols and notation for equality and identity
  • Laws of exponents with rational exponents
  • Laws of logarithms
  • Change of base of a logarithm
  • Solving exponential equations, including using logarithms
  • Sum of infinite convergent geometric sequences
  • The binomial theorem
  • Use of Pascal’s triangle and nCr
Applications and Interpretation SL
  • Different forms of the equation of a straight line
  • Gradient; intercepts
  • Lines with gradients m1 and m2 Parallel lines m1 = m2. Perpendicular lines m1 × m2 = – 1
  • Concept of a function, domain, range and graph
  • Function notation, for example f(x), v(t), C(n)
  • The concept of a function as a mathematical mode
  • Informal concept that an inverse function reverses or undoes the effect of a function
  • Inverse function as a reflection in the line y = x, and the notation f-1(x)
  • The graph of a function; its equation y = f(x)
  • Creating a sketch from information given or a context, including transferring a graph from screen to paper
  • Using technology to graph functions including their sums and differences
  • Determine key features of graphs
  • Finding the point of intersection of two curves or lines using technology
  • Modelling with the following functions: linear, quadratic, exponential, cubic, sinusoidal
  • Linear models
  • f(x) = mx + c
  • Quadratic models
  • Exponential growth and decay models
  • Equation of a horizontal asymptote
  • Direct/inverse variation
  • Cubic models
  • Sinusoidal models
  • Modelling skills: develop and fit the model, determine a reasonable domain, find the parameters, test and reflect upon the model, use the model
  • Develop and fit the model: given a context recognize and choose an appropriate model and possible parameters
  • Determine a reasonable domain for a model
  • Find the parameters of a model
  • Test and reflect upon the model: comment on the appropriateness and reasonableness of a model, justify the choice of a particular model, based on the shape of the data, properties of the curve and/or on the context of the situation
  • Use the model: reading, interpreting and making predictions based on the model
Analysis and Approaches SL
  • Different forms of the equation of a straight line
  • Gradient; intercepts
  • Lines with gradients m1 and m2
  • Parallel lines m1 = m2
  • Perpendicular lines m1 × m2 = -1
  • Concept of a function, domain, range and graph
  • Function notation
  • The concept of a function as a mathematical model
  • Informal concept that an inverse function reverses or undoes the effect of a function
  • Inverse function as a reflection in the line y = x, and the notation f-1(x)
  • The graph of a function; its equation y = f(x)
  • Creating a sketch from information given or a context, including transferring a graph from screen to paper
  • Using technology to graph functions including their sums and differences
  • Determine key features of graphs
  • Finding the point of intersection of two curves or lines using technology
  • Composite functions
  • Identity function
  • Finding the inverse function f1(x)
  • The quadratic function f(x) = ax2 + bx + c: its graph, y-intercept (0, c). Axis of symmetry
  • The form f(x) = a (xp)(xq), x-intercepts (p, 0) and (q, 0)
  • The form f(x) = a (x h)2 + k, vertex (h, k)
  • Solution of quadratic equations and inequalities
  • The quadratic formula
  • The discriminant Δ = b2 − 4ac and the nature of the roots, that is, two distinct real roots, two equal real roots, no real roots
  • The reciprocal function f(x) = 1/x , x ≠ 0: its graph and self-inverse nature
  • Rational functions
  • Equations of vertical and horizontal asymptotes
  • Exponential functions and their graphs
  • Logarithmic functions and their graphs
  • Solving equations, both graphically and analytically
  • Use of technology to solve a variety of equations, including those where there is no appropriate analytic approach
  • Applications of graphing skills and solving equations that relate to real-life situations
  • Transformations of graphs, translations, reflections (in both axes), vertical stretch with scale factor, horizontal stretch with scale factor
  • Composite transformations
Applications and Interpretation SL
  • The distance between two points in three-dimensional space, and their midpoint
  • Volume and surface area of three-dimensional solids including right-pyramid, right cone, sphere, hemisphere and combinations of these solids
  • The size of an angle between two intersecting lines or between a line and a plane
  • Use of sine, cosine and tangent ratios to find the sides and angles of right-angled triangles
  • The sine rule: a / sinA = b / sinB = c / sinC
  • The cosine rule: c2 = a2 + b2 – 2abcosC
  • cosC = (a2 + b2c2) / 2ab
  • Area of a triangle as ½absinC
  • Applications of right and non-right angled trigonometry, including Pythagoras’ theorem
  • Angles of elevation and depression
  • Construction of labelled diagrams from written statements
  • The circle: length of an arc; area of a sector
  • Equations of perpendicular bisectors
  • Voronoi diagrams: sites, vertices, edges, cells
  • Addition of a site to an existing Voronoi diagram
  • Nearest neighbour interpolation
  • Applications
Analysis and Approaches SL
  • The distance between two points in three-dimensional space, and their midpoint
  • Volume and surface area of three-dimensional solids including right-pyramid, right cone, sphere, hemisphere and combinations of these solid
  • The size of an angle between two intersecting lines or between a line and a plane
  • Use of sine, cosine and tangent ratios to find the sides and angles of right-angled triangles
  • The sine rule
  • The cosine rule
  • Area of a triangle using ½absinC
  • Applications of right and non-right angled trigonometry, including Pythagoras’s theorem
  • Angles of elevation and depression
  • Construction of labelled diagrams from written statements
  • The circle: radian measure of angles; length of an arc; area of a sector.
  • Definition of cosθ, sinθ in terms of the unit circle
  • Definition of tanθ as sinθ / cosθ
  • Exact values of trigonometric ratios of 0, π/6 , π/4 , π/3 , π/2 and their multiples
  • Extension of the sine rule to the ambiguous case
  • The Pythagorean identity cos2θ + sin2θ = 1
  • Double angle identities for sine and cosine
  • The relationship between trigonometric ratios
  • The circular functions sinx, cosx, and tanx; amplitude, their periodic nature, and their graphs
  • Composite functions of the form
  • f(x) = asin(b(x + c)) + d
  • Transformations
  • Real-life contexts
  • Solving trigonometric equations in a finite interval, both graphically and analytically
  • Equations leading to quadratic equations in sinx, cosx or tanx
Applications and Interpretation SL
  • Concepts of population, sample, random sample, discrete and continuous data
  • Reliability of data sources and bias in sampling
  • Interpretation of outliers
  • Sampling techniques and their effectiveness
  • Presentation of data (discrete and continuous): frequency distributions (tables)
  • Histograms
  • Cumulative frequency; cumulative frequency graphs; use to find median, quartiles, percentiles, range and interquartile range (IQR)
  • Production and understanding of box and whisker diagrams
  • Measures of central tendency (mean, median and mode)
  • Estimation of mean from grouped data
  • Model class
  • Measures of dispersion (interquartile range, standard deviation and variance)
  • Effect of constant changes on the original data
  • Quartiles of discrete data
  • Linear correlation of bivariate data
  • Pearson’s product-moment correlation coefficient, r
  • Scatter diagrams; lines of best fit, by eye, passing through the mean point
  • Equation of the regression line of y on x
  • Use of the equation of the regression line for prediction purposes
  • Interpret the meaning of the parameters, a and b, in a linear regression y = ax + b
  • Concepts of trial, outcome, equally likely outcomes, relative frequency, sample space (U) and event
  • The probability of an event A is P(A) = n(A) / n(U)
  • The complementary events A and A′ (not A)
  • Expected number of occurrences
  • Use of Venn diagrams, tree diagrams, sample space diagrams and tables of outcomes to calculate probabilities
  • Combined events and mutually exclusive events
  • Conditional probability
  • Independent events
  • Concept of discrete random variables and their probability distributions
  • Expected value (mean), E(X) for discrete data
  • Binomial distribution
  • Mean and variance of the binomial distribution
  • The normal distribution and curve
  • Properties of the normal distribution
  • Diagrammatic representation
  • Normal probability calculations
  • Inverse normal calculations
  • Spearman’s rank correlation coefficient, rs
  • Awareness of the appropriateness and limitations of Pearson’s product moment correlation coefficient and Spearman’s rank correlation coefficient, and the effect of outliers on each
  • Formulation of null and alternative hypotheses, H0 and H1
  • Significance levels
  • p -values
  • Expected and observed frequencies
  • The χ2 test for independence: contingency tables, degrees of freedom, critical value
  • The χ2 goodness of fit test
  • The t -test
  • Use of the p -value to compare the means of two populations
  • Using one-tailed and two-tailed tests
Analysis and Approaches SL
  • Concepts of population, sample, random sample, discrete and continuous data
  • Reliability of data sources and bias in sampling
  • Interpretation of outliers
  • Sampling techniques and their effectiveness
  • Presentation of data (discrete and continuous): frequency distributions (tables)
  • Histograms
  • Cumulative frequency; cumulative frequency graphs; use to find median, quartiles, percentiles, range and interquartile range (IQR)
  • Production and understanding of box and whisker diagrams
  • Measures of central tendency (mean, median and mode)
  • Estimation of mean from grouped data
  • Model class
  • Measures of dispersion (interquartile range, standard deviation and variance)
  • Effect of constant changes on the original data
  • Quartiles of discrete data
  • Linear correlation of bivariate data
  • Pearson’s product-moment correlation coefficient, r
  • Scatter diagrams; lines of best fit, by eye, passing through the mean point
  • Equation of the regression line of y on x
  • Use of the equation of the regression line for prediction purposes
  • Interpret the meaning of the parameters, a and b, in a linear regression y = ax + b
  • Concepts of trial, outcome, equally likely outcomes, relative frequency, sample space (U) and event
  • The probability of an event A is P(A) = n(A) / n(U)
  • The complementary events A and A′ (not A)
  • Use of Venn diagrams, tree diagrams, sample space diagrams and tables of outcomes to calculate probabilities
  • Combined events and mutually exclusive events
  • Conditional probability
  • Independent events
  • Concept of discrete random variables and their probability distributions
  • Expected value (mean), for discrete data
  • Applications
  • Binomial distribution
  • Mean and variance of the binomial distribution
  • The normal distribution and curve
  • Properties of the normal distribution
  • Diagrammatic representation
  • Normal probability calculations
  • Inverse normal calculations
  • Equation of the regression line of x on y
  • Use of the equation for prediction purposes
  • Use of the probability formulae for conditional and independent events
  • Standardization of normal variables (z– values)
  • Inverse normal calculations where mean and standard deviation are unknown
Applications and Interpretation SL
  • Introduction to the concept of a limit
  • Derivative interpreted as gradient function and as rate of change
  • Increasing and decreasing functions
  • Graphical interpretation of f ′(x) > 0, f ′(x) = 0, f ′(x) < 0
  • Derivative of f(x) = axn is f ′(x) = anxn– 1, n ∈ ℤ
  • The derivative of functions of the form f(x) = axn + bxn – 1 + – where all exponents are integers
  • Tangents and normals at a given point, and their equations
  • Introduction to integration as anti-differentiation of functions of the form f(x) = axn + bxn – 1 + …, where n ∈ ℤ, n ≠ -1
  • Anti-differentiation with a boundary condition to determine the constant term
  • Definite integrals using technology
  • Area of a region enclosed by a curve y = f(x) and the x-axis, where f(x) > 0
  • Values of x where the gradient of a curve is zero
  • Solution of f ′(x) = 0
  • Local maximum and minimum points
  • Optimisation problems in context
  • Approximating areas using the trapezoidal rule
Analysis and Approaches SL
  • Introduction to the concept of a limit
  • Derivative interpreted as gradient function and as rate of change
  • Increasing and decreasing functions
  • Graphical interpretation of f ′(x) > 0, f ′(x) = 0, f ′(x) < 0
  • Derivative of f(x) = axn is f ′(x) = anxn-1 , n ∈ ℤ
  • The derivative of functions of the form f(x) = axn + bxn-1. . . where all exponents are integers
  • Tangents and normals at a given point, and their equations
  • Introduction to integration as anti-differentiation of functions of the form f(x) = axn + bxn − 1 + …., where n ∈ ℤ, n ≠ − 1
  • Anti-differentiation with a boundary condition to determine the constant term
  • Definite integrals using technology
  • Area of a region enclosed by a curve y = f(x) and the x-axis, where f(x) > 0
  • Derivative of xn (n ∈ ℚ), sinx, cosx, ex and lnx
  • Differentiation of a sum and a multiple of these functions
  • The chain rule for composite functions
  • The product and quotient rules
  • The second derivative
  • Graphical behaviour of functions, including the relationship between the graphs of f , f ′ and f
  • Local maximum and minimum points
  • Testing for maximum and minimum
  • Optimization
  • Points of inflexion with zero and non-zero gradients
  • Kinematic problems involving displacement s, velocity v, acceleration a and total distance travelled
  • Indefinite integral of xn (n ∈ ℚ), sinx, cosx, 1/x and ex
  • The composites of any of these with the linear function ax + b
  • Integration by inspection (reverse chain rule) or by substitution for expressions of the form: ∫ kg′(x)f(g(x))dx
  • Definite integrals, including analytical approach
  • Areas of a region enclosed by a curve y = f(x) and the x-axis, where f(x) can be positive or negative, without the use of technology
  • Areas between curves

The content of the Higher Level courses is everything in the Standard Level course plus this additional content:

Higher Level Comparison

Applications and Interpretation HL
  • Laws of logarithms
  • Simplifying expressions, both numerically and algebraically, involving rational exponents
  • The sum of infinite geometric sequences
  • Complex numbers: the number i such that i2 = -1
  • Cartesian form: z = a + bi; the terms real part, imaginary part, conjugate, modulus and argument
  • Calculate sums, differences, products, quotients, by hand and with technology
  • Calculating powers of complex numbers, in Cartesian form, with technology
  • The complex plane
  • Complex numbers as solutions to quadratic equations of the form ax2 + bx + c = 0, a ≠ 0, with real coefficients where b2 – 4ac < 0
  • Modulus–argument (polar) form: z = r (cosθ + isinθ) = rcisθ
  • Exponential form: z = re
  • Conversion between Cartesian, polar and exponential forms, by hand and with technology
  • Calculate products, quotients and integer powers in polar or exponential forms
  • Adding sinusoidal functions with the same frequencies but different phase shift angles
  • Geometric interpretation of complex numbers
  • Definition of a matrix: the terms element, row, column and order for m × n matrices
  • Algebra of matrices: equality; addition; subtraction; multiplication by a scalar for m × n matrices
  • Multiplication of matrices
  • Properties of matrix multiplication: associativity, distributivity and non-commutativity
  • Identity and zero matrices
  • Determinants and inverses of n × n matrices with technology, and by hand for 2 × 2 matrices
  • Awareness that a system of linear equations can be written in the form Ax = b
  • Solution of the systems of equations using inverse matrix
  • Eigenvalues and eigenvectors
  • Characteristic polynomial of 2 × 2 matrices
  • Diagonalization of 2 × 2 matrices (restricted to the case where there are distinct real eigenvalues)
  • Applications to powers of 2 × 2 matrices
Analysis and Approaches HL
  • Counting principles, including permutations and combinations
  • Extension of the binomial theorem to fractional and negative indices
  • Partial fractions
  • Complex numbers: the number i, where i2 = -1
  • Cartesian form z = a + bi; the terms real part, imaginary part, conjugate, modulus and argument
  • The complex plane
  • Modulus–argument (polar) form
  • Euler form
  • Sums, products and quotients in Cartesian, polar or Euler forms and their geometric interpretation
  • Complex conjugate roots of quadratic and polynomial equations with real coefficients
  • De Moivre’s theorem and its extension to rational exponents
  • Powers and roots of complex numbers
  • Proof by mathematical induction
  • Proof by contradiction
  • Use of a counterexample to show that a statement is not always true
  • Solutions of systems of linear equations (a maximum of three equations in three unknowns), including cases where there is a unique solution, an infinite number of solutions or no solution
Applications and Interpretation HL
  • Composite functions in context
  • The notation (fg)(x) = f(g(x))
  • Inverse function f-1, including domain restriction
  • Finding an inverse function
  • Transformations of graphs
  • Translations: y = f(x) + b ;y = f(xa)
  • Reflections: in the x axis y = –f(x), and in the y axis y = f( –x)
  • Vertical stretch with scale factor p: y = p f(x)
  • Horizontal stretch with scale factor 1 / q : y = f(qx)
  • Composite transformations
  • Exponential models to calculate half-life
  • Natural logarithmic models
  • Sinusoidal models
  • Logistic models
  • Piecewise models
  • Scaling very large or small numbers using logarithms
  • Linearizing data using logarithms to determine if the data has an exponential or a power relationship using best-fit straight lines to determine parameters
  • Interpretation of log-log and semi-log graphs
Analysis and Approaches HL
  • Polynomial functions, their graphs and equations; zeros, roots and factors
  • The factor and remainder theorems
  • Sum and product of the roots of polynomial equations
  • Rational functions
  • Odd and even functions
  • Finding the inverse function, f-1(x), including domain restriction
  • Self-inverse functions
  • Solutions of g(x) ≥ f(x), both graphically and analytically
  • The graphs of the functions, y = |f(x)| and y = f(|x|), y = 1 / f(x) , y = f (ax + b), y = [f(x)]2
  • Solution of modulus equations and inequalities
Applications and Interpretation HL
  • The definition of a radian and conversion between degrees and radians
  • Using radians to calculate area of sector, length of arc
  • The definitions of cosθ and sinθ in terms of the unit circle
  • The Pythagorean identity: cos2θ + sin2θ = 1
  • Definition of tanθ as (sinθ / cosθ)
  • Extension of the sine rule to the ambiguous case
  • Graphical methods of solving trigonometric equations in a finite interval
  • Geometric transformations of points in two dimensions using matrices: reflections, horizontal and vertical stretches, enlargements, translations and rotations
  • Compositions of the above transformations
  • Geometric interpretation of the determinant of a transformation matrix
  • Concept of a vector and a scalar
  • Representation of vectors using directed line segments
  • Unit vectors; base vectors i, j, k
  • Components of a vector; column representation
  • The zero vector 0, the vector -v
  • Position vectors OA= a
  • Rescaling and normalizing vectors
  • Vector equation of a line in two and three dimensions: r = a + λb, where b is a direction vector of the line
  • Vector applications to kinematics
  • Modelling linear motion with constant velocity in two and three dimensions
  • Motion with variable velocity in two dimensions
  • Definition and calculation of the scalar product of two vectors
  • The angle between two vectors; the acute angle between two lines
  • Definition and calculation of the vector product of two vectors
  • Geometric interpretation of | v × w |
  • Components of vectors
  • Graph theory: Graphs, vertices, edges, adjacent vertices, adjacent edges
  • Degree of a vertex
  • Simple graphs; complete graphs; weighted graphs
  • Directed graphs; in degree and out degree of a directed graph
  • Subgraphs; trees
  • Adjacency matrices
  • Walks
  • Number of k-length walks (or less than k-length walks) between two vertices
  • Weighted adjacency tables
  • Construction of the transition matrix for a strongly-connected, undirected or directed graph
  • Tree and cycle algorithms with undirected graphs
  • Walks, trails, paths, circuits, cycles
  • Eulerian trails and circuits
  • Hamiltonian paths and cycles
  • Minimum spanning tree (MST) graph algorithms: Kruskal’s and Prim’s algorithms for finding minimum spanning trees
  • The Chinese Postman and Trevelling Salesman problems
Analysis and Approaches HL
  • Definition of the reciprocal trigonometric ratios secθ, cosecθ and cotθ
  • Pythagorean identities: 1 + tan2θ = sec2θ, 1+cot2θ = cosec2θ
  • The inverse functions f(x) = arcsinx, f(x) = arccosx, f(x) = arctanx; their domains and ranges; their graphs
  • Compound angle identities
  • Double angle identity for tan
  • Relationships between trigonometric functions and the symmetry properties of their graphs
  • Concept of a vector; position vectors; displacement vectors
  • Representation of vectors using directed line segments
  • Base vectors i, j, k
  • Components of a vector
  • Algebraic and geometric approaches to the following: the sum and difference of two vectors, the zero vector 0, the vector –v, multiplication by scalar, kv, parallel vectors, magnitude of a vector, position vectors, displacement vector
  • Proofs of geometrical properties using vectors
  • The definition of the scalar product of two vectors
  • The angle between two vectors
  • Perpendicular vectors; parallel vectors
  • Vector equation of a line in two and three dimensions: r = a + λb
  • The angle between two lines
  • Simple applications to kinematics
  • Coincident, parallel, intersecting and skew lines, distinguishing between these cases
  • Points of intersection
  • The definition of the vector product of two vectors
  • Properties of the vector product
  • Geometric interpretation of | v × w |
  • Vector equations of a plane: r = a + λb + μc, where b and c are non-parallel vectors within the plane
  • rn = a · n, where n is a normal to the plane and a is the position vector of a point on the plane
  • Cartesian equation of a plane ax + by + cz = d
  • Intersections of: a line with a plane; two planes; three planes
  • Angle between: a line and a plane; two planes
Applications and Interpretation HL
  • Design of valid data collection methods, such as surveys and questionnaires
  • Selecting relevant variables from many variables
  • Choosing relevant and appropriate data to analyse
  • Categorizing numerical data in a χ2 table and justifying the choice of categorization
  • Choosing an appropriate number of degrees of freedom when estimating parameters from data when carrying out the χ2 goodness of fit test
  • Definition of reliability and validity
  • Reliability tests
  • Validity tests
  • Non-linear regression
  • Evaluation of least squares regression curves using technology
  • Sum of square residuals (SSres) as a measure of fit for a model
  • The coefficient of determination (R2)
  • Evaluation of R2 using technology
  • Linear transformation of a single random variable
  • Expected value of linear combinations of n random variables
  • Variance of linear combinations of n independent random variables
  • Unbiased estimates for means and variance
  • A linear combination of n independent normal random variables is normally distributed
  • Central limit theorem
  • Confidence intervals for the mean of a normal population
  • Poisson distribution, its mean and variance
  • Sum of two independent Poisson distributions has a Poisson distribution
  • Critical values and critical regions
  • Test for population mean for normal distribution
  • Test for proportion using binomial distribution
  • Test for population mean using Poisson distribution
  • Use of technology to test the hypothesis that the population product moment correlation coefficient (ρ) is 0 for bivariate normal distributions.
  • Type I and II errors including calculations of their probabilities
  • Transition matrices
  • Powers of transition matrices
  • Regular Markov chains
  • Initial state probability matrices
  • Calculation of steady state and long-term probabilities by repeated multiplication of the transition matrix or by solving a system of linear equations
Analysis and Approaches HL
  • Use of Bayes’ theorem for a maximum of three events
  • Variance of a discrete random variable
  • Continuous random variables and their probability density functions
  • Mode and median of continuous random variables
  • Mean, variance and standard deviation of both discrete and continuous random variables
  • The effect of linear transformations of X
Applications and Interpretation HL
  • The derivatives of sin x, cos x, tan x, ex , ln x, xn where n ∈ ℚ
  • The chain rule, product rule and quotient rules
  • Related rates of change
  • The second derivative
  • Use of second derivative test to distinguish between a maximum and a minimum point
  • Definite and indefinite integration of xn where n ∈ ℚ, including n = – 1 , sin x, cos x, 1 / cos2x and ex
  • Integration by inspection, or substitution of the form ∫ f(g(x))g′(x)dx
  • Area of the region enclosed by a curve and the x or y-axes in a given interval
  • Volumes of revolution about the x– axis or y– axis
  • Kinematic problems involving displacement s, velocity v and acceleration a
  • Setting up a model/differential equation from a context
  • Solving by separation of variables
  • Slope fields and their diagrams
  • Euler’s method for finding the approximate solution to first order differential equations
  • Numerical solution of dy / dx = f(x, y)
  • Numerical solution of the coupled system dx / dt = f1 (x, y, t) and dy / dt = f2 (x, y, t)
  • Phase portrait for the solutions of coupled differential equations of the form: dx / dt = ax + by and dy / dt = cx + dy
  • Qualitative analysis of future paths for distinct, real, complex and imaginary eigenvalues
  • Sketching trajectories and using phase portraits to identify key features such as equilibrium points, stable populations and saddle points
  • Solutions of (d2x/dt2) = f[x, (dx/dt), t] by Euler’s method
Analysis and Approaches HL
  • Informal understanding of continuity and differentiability of a function at a point
  • Understanding of limits (convergence and divergence)
  • Definition of derivative from first principles
  • Higher derivatives
  • Evaluation of limits using L’Hôpital’s rule or the Maclaurin series
  • Repeated use of l’Hôpital’s rule
  • Implicit differentiation
  • Related rates of change
  • Optimisation problems
  • Derivatives of tanx, secx, cosecx, cotx, ax, logax, arcsinx, arccosx, arctanx
  • Indefinite integrals of the derivatives of any of the above functions
  • The composites of any of these with a linear function
  • Use of partial fractions to rearrange the integrand
  • Integration by substitution
  • Integration by parts
  • Repeated integration by parts
  • Area of the region enclosed by a curve and the y-axis in a given interval
  • Volumes of revolution about the x-axis or y-axis
  • First order differential equations
  • Numerical solution of dy / dx = f(x, y) using Euler’s method
  • Variables separable
  • Homogeneous differential equation dy / dx = f( y / x ) using the substitution y = vx
  • Solution of y′ + P(x)y = Q(x), using the integrating factor
  • Maclaurin series to obtain expansions for ex, sinx, cosx, ln(1 + x), (1 + x)p , p ∈ ℚ
  • Use of simple substitution, products, integration and differentiation to obtain other series
  • Maclaurin series developed from differential equations
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Welcome https://dp.uwcea.org/welcome/ Sat, 23 May 2020 10:14:30 +0000
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https://dp.uwcea.org/?p=31
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The IB Diploma is an academically demanding and balanced programme of education that helps students get ready for success at university and life beyond. The above model provides a visual depiction of the DP’s various components which make it such an exceptional holistic programme and these include:

  1. At the centre is the IB Learner Profile which are the attributes the IB expects to see grow and develop in the life of the student
  2. Approaches to teaching and learning are included in the second circle demonstrating the DP’s commitment to particular pedagogical approaches to teaching and to developing particular skills for learning.
  3. The IB Diploma is a holistic programme and this is reflected in the third circle. All Diploma students complete three core requirements: Creativity, Activity & Service, Theory of Knowledge and the Extended Essay.
  4. As the diagram’s fourth and widest circle shows, DP students study six subjects — one from each subject group. To attain a Diploma at the conclusion of the 2-year programme of study, three courses must be taken at Higher Level and three at Standard Level. These distribution requirements ensure that the science-oriented student is challenged to learn a foreign language and that the natural linguist becomes familiar with laboratory procedures. While overall balance is maintained, flexibility in selecting an extra subject from one subject group allows the students to pursue areas of personal interest and to meet special requirements for university entrance.
  5. With “international-mindedness”, the outer circle gives the required emphasis to how all DP teaching and learning should take place within a spirit of tolerance and healthy openness as students grow as global citizens.

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Group 1 Language & Literature https://dp.uwcea.org/group1/ Sat, 23 May 2020 10:12:31 +0000
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https://dp.uwcea.org/?p=39 Each student who wishes to follow the IB Diploma must take two language courses. In most cases, this involves one from Group 1 (usually their best language) and one from Group 2 (a language acquisition course) but students who take two subjects from group 1 will be awarded a Bilingual Diploma.

Group 1 courses are designed to support future academic study by developing high levels of language competence and communication skills as well as social, aesthetic and cultural literacy. Literature plays a central role in the courses, which aim to support lifelong learning through engaging students as actively as possible with the texts they study. Each course highlights a different perspective in the study of texts.

Group 1 courses are suitable for students who have experience of using the language in an academic context. This is not a course with emphasis on grammar, syntax and other basic competencies in that language.

In Group 1 courses have a focus towards developing an understanding of the techniques involved in literary criticism in context and promoting the ability to form independent literary judgments.

Language A Literature courses will be offered in English, Swahili and Self-taught Mother Tongue.

The Language and Literature course is only in English (and only on Moshi Campus).

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Group 2 Language Acquisition https://dp.uwcea.org/group2/ Sat, 23 May 2020 10:10:18 +0000
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https://dp.uwcea.org/?p=42 Each student who wishes to follow the IB Diploma must take two language courses. In most cases, this involves one from Group 1 (usually their best language) and one from Group 2 (a language acquisition course) but students who take two subjects from group 1 will be awarded a Bilingual Diploma.

Group 2 courses exist to provide students with the opportunity to acquire or develop an additional language (or languages) and to promote an understanding of other cultures through the study of language. Please find below an outline of the Group 2 Language courses.

LANGUAGE B (Higher & Standard levels)

Language B SL and HL are language acquisition courses for students with some background in the target language. While learning this additional language, students also explore the culture(s) connected to it. Standard and higher levels are differentiated by the recommended teaching hours, the depth of syllabus coverage, the study of literature at HL, the level of difficulty and the demands of assessment and the assessment criteria.

The range of purposes and situations for which and in which the language is used in the language B courses extends well beyond those at ab initio.

Note: A native speaker of a language cannot take it as a language B, even at HL, unless they have never studied it in school

ENGLISH B, FRENCH B, DUTCH B and SWAHILI B (Higher and Standard levels)

The English, French, Swahili and Dutch B programmes are offered at both Higher Level (HL) and Standard level (SL). (Swahili B is only offered on Arusha Campus. Dutch B will require the payment of an additional fee). They are most appropriate for those students who wish to continue studying French/Swahili/English/Dutch as a second or foreign language, after having previously studied the language for at least two years.

LANGUAGE ab initio (Standard level)

The language ab initio (beginner) course is a language acquisition course for students with little or no experience of the language. Students are not eligible if they have studied the language 3 or more years out of the last 5 years or within the last two years

Each theme has a list of topics that provide the students with opportunities to practice and explore the language as well as to develop intercultural competence. The students develop a greater awareness of cultures through language learning. Through the development of receptive, productive and interactive skills, students acquire the ability to respond and interact appropriately in a defined range of everyday situations. Each ab initio language has a language-specific syllabus that is used in conjunction with the IB guide.

Ab initio courses will be offered in Swahili, Spanish (Moshi Campus) and French (Arusha Campus).

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Group 3 Individuals & Societies https://dp.uwcea.org/group3/ Sat, 23 May 2020 10:08:55 +0000
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https://dp.uwcea.org/?p=44 Living through a time of dramatic technological change it is crucial to recognise that people have both inspired these changes and have to live with them. At UWCEA we have available courses in Economics, Geography, History, Global Politics (Moshi Campus), and Business Management.

Students with a strong interest in the Humanities can include two group 3 subjects in their IB Diploma programme, using one to meet the group 6 elective requirement.

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Group 4 Sciences https://dp.uwcea.org/group4/ Sat, 23 May 2020 10:06:32 +0000
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https://dp.uwcea.org/?p=46 A common curriculum model applies to Biology, Chemistry and Physics. This consists of subject specific core material to be covered by both Higher and Standard students, additional Higher-level material, and option topics for both Higher and Standard level.

Environmental Systems and Societies is a Standard-level curriculum only.

In addition, all students are required to spend 20% of the teaching time following a scheme of practical/investigative work. All students carry out an individual investigation, their IA, which counts towards their final grade. The Group 4 project is carried out jointly by students studying Biology, Chemistry or Physics in order to apply science skills collaboratively across the disciplines to investigate real life issues.

Students with a strong interest in Science can include two group four subjects in their IB Diploma programme meeting the group 6 elective requirement.

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Group 5 Mathematics https://dp.uwcea.org/group5/ Sat, 23 May 2020 10:04:01 +0000
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https://dp.uwcea.org/?p=25 All students graduating from UWCEA at diploma level will need to study one of the mathematics courses on offer. The two courses are Mathematics: Analysis and Approaches and Mathematics: Applications and Interpretation.

Course Objectives

As a DP mathematics student, you will be expected to demonstrate the following:

  • Knowledge and understanding: Recall, select and use your knowledge of mathematical facts, concepts and techniques in a variety of familiar and unfamiliar contexts.
  • Problem solving: Recall, select and use your knowledge of mathematical skills, results and models in both abstract and real-world contexts to solve problems.
  • Communication and interpretation: Transform common realistic contexts into mathematics; comment on the context; sketch or draw mathematical diagrams, graphs or constructions both on paper and using technology; record methods, solutions and conclusions using standardized notation; use appropriate notation and terminology.
  • Technology: Use technology accurately, appropriately and efficiently both to explore new ideas and to solve problems.
  • Reasoning: Construct mathematical arguments through use of precise statements, logical deduction and inference and by the manipulation of mathematical expressions.
  • Inquiry approaches: Investigate unfamiliar situations, both abstract and from the real world, involving organizing and analysing information, making conjectures, drawing conclusions, and testing their validity.

Diploma mathematics courses all require the use of a graphic display calculator. We recommend the TI-84 Plus from Texas Instruments. These are available to purchase from the school, but may be cheaper elsewhere. Instruction will be given in class using the TI-84 Plus.

Course Selection

The DP mathematics courses are designed for different types of students: those who wish to study mathematics as a subject in its own right, or to pursue their interest in areas related to mathematics, and those who wish to gain understanding and competence in how mathematics relates to the real world and to other subjects. There are many elements common to both courses although the approaches may be different. Great care should be taken to select the course and level that is most appropriate for you.

In making your course selection, you should take into account the following factors:

  • your own abilities in mathematics and the type of mathematics in which you can be successful;
  • your own interest in mathematics and those particular areas of the subject that may hold the most interest for you;
  • your other choices of subjects with the framework of the DP;
  • your academic plans, in particular subjects you wish to study in the future;
  • your future choice of career.

As a general rule if you are going down the Human Science, Engineering or Mathematics route consider Analysis and Approaches. If you are going for Social Sciences then consider Applications and Interpretations. If you are considering Economics then it varies according to university. Look at the university acceptance documents for more information from universities. However, your ability should drive your choice of both career and Mathematics course.

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Group 6 The Arts https://dp.uwcea.org/group6/ Sat, 23 May 2020 10:02:56 +0000
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https://dp.uwcea.org/?p=52 As their group six subject, IB Diploma students may choose to study Visual Arts, Music or one additional subject from Groups 1 or 2 (Languages), Group 3 (Individual and Societies) or from Group 4 (Experimental Sciences).

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The Core https://dp.uwcea.org/core/ Sat, 23 May 2020 10:00:57 +0000
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https://dp.uwcea.org/?p=54 All Diploma students complete three core requirements: Creativity, Activity & Service, Theory of Knowledge and the Extended Essay.

Creativity, Activity and Service (CAS)

CAS is an important part of the holistic nature of the IB diploma it involves students in experiences that encompass creativity, activity and service.

Creativity encourages students to create an “original or interpretative product or performance”. Activity seeks to develop a healthy lifestyle through physical activity. Service is about “Collaborative and reciprocal engagement with the community in response to an authentic need”. Moreover, students are involved in at least one CAS project, this is a collaborative and longer term covering at least one of the strands.

Theory of Knowledge (ToK)

Students examine and reflect on the nature of knowledge in this interdisciplinary course. This course develops a coherent approach to learning that unifies the academic disciplines. In this course on critical thinking, students inquire into the nature of knowing and deepen their understanding of knowledge construction. At the heart of ToK’s content is the question ‘How do we know that something is true, or an assertion is well grounded?’ Other questions explored in the course are the following: What counts as knowledge? How does it grow? What are its limits? Who owns knowledge? How do different disciplines justify knowledge?

Extended Essay (EE)

Students investigate a self-generated research question by undertaking independent research in one of their DP subject areas, culminating in a 4,000-word academic and fully referenced paper that follows the IB guidelines for Academic Integrity. This project offers the opportunity to investigate a topic of special interest and acquaints the student with the kind of independent research and writing skills expected at university.

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