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Explorez tous les épisodes du podcast Ms Sutherland’s Media and English podcast
Plongez dans la liste complète des épisodes de Ms Sutherland’s Media and English podcast. Chaque épisode est catalogué accompagné de descriptions détaillées, ce qui facilite la recherche et l'exploration de sujets spécifiques. Suivez tous les épisodes de votre podcast préféré et ne manquez aucun contenu pertinent.
| Titre | Date | Durée | |
|---|---|---|---|
| A-Level Media Theory | 22 Apr 2023 | 00:50:13 | |
A colossal jaunt through relevant Media theorists for the Eduqas A-Level media specification
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| GCSE English Literature- Romeo and Juliet AO3 context | 22 Apr 2023 | 00:11:14 | |
Following the AQA specification and references made to information from The British Library, we travel through the context of Shakespeare’s Romeo and Juliet looking at how context has shaped the play
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| GCSE English Literature- Frankenstein | 16 Apr 2023 | 00:25:01 | |
A bimble through key themes, ideas plus motifs and symbols presented in Mary Shelley’s Frankenstein.
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| GCSE Media Studies- TV Crime Drama Luther- Industry and Audience | 15 Apr 2023 | 00:14:31 | |
A journey through Industry and Audience within the set product of Luther following the Eduqas specification
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| Ms Sutherland’s Media and English podcast (Trailer) | 15 Apr 2023 | 00:00:59 | |
| GCSE English Literature- Never Let Me Go | 15 Apr 2023 | 00:15:53 | |
From the AQA specification a look into key themes in Never Let Me Go focusing on characters and Ishiguro’s wider intentions
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| GCSE Media Studies- TV Crime Drama Luther- component 2, section A | 14 Apr 2023 | 00:15:48 | |
An amble through the contexts, technical codes, representations and background to the TV crime drama of Luther from the Eduqas Media Studies specification
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| A-level Media Studies Episode 1- Feminist Theory- Van Zoonen & bell hooks | 17 Nov 2021 | 00:06:23 | |
Following the Eduqas A-Level Media specification, a mini re-cap of the feminist theories of Van Zoonen & bell hooks and how to apply and challenge these theories in relation to the set products.
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