Learning Platforms
The follow resources are all platforms used by the school to support learning. Teachers help students to further embed, extend or enrich their knowledge using these platforms. All students should be able to access all of the resources below (excluding Hegarty maths – Y11 only).
If there are any issues with accessing these resources or if a student wishes to access work in addition to what has already been set, they should contact their class teacher.
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)
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Overview: Bedrock helps students to learn the language they need to succeed in school using a range of interactive activities. It is a modular based programme and students’ complete modules that have identified as suitable for their level (with some stretch). Students are set English homework on Bedrock, and they are expected to complete 2 ‘lessons’ of bedrock per week
Website: https://bedrocklearning.org
How to guide: click here
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)
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Overview: Sparx is a learning platform specifically for maths. All students in years 7-11 are set maths homework each week on this platform. The programme is an invaluable resource in helping students to practise the skills they are currently learning in lesson (compulsory homework). It also creates opportunities for them to revisit prior learning, ensuring they can fluently recall skills the learning earlier in the term or year. It can respond to what students show they can master and what they are finding more difficult. It will set future questions on the skills students found more difficult (target homework) enabling them to have regular opportunities to practise and master these skills. Students are expected to complete the compulsory and target homework each week.
Website: www.sparx.co.uk
How to guide: click here
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)
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Overview: Oak Academy is a resource hub, full of learning resources for a wide range of subjects. The resources include PowerPoints lessons (some of which including teachers teaching), worksheets, videos, quizzes. They cover a wide range of topics that are studies in school. The resources can be accessed independently if students want to go back over prior learning or catch up on work missed through absence. Teachers sometimes set work from this platform.
Website: https://www.thenational.academy or (KS4) https://continuityoak.org.uk/lessons
How to guide: click here
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)
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Overview: Seneca is a learning hub that is designed to support students embed learning. It can be helpful to use when revisiting work when preparing for assessments and exams. Teachers (in some subjects) set Homework from Seneca
Website: www.senecalearning.com
How to guide: click here
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)
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Overview: This website is full of resources to support students learning. It is particularly useful if a student wants to revisit learning that they are less confident with or if absent from school and needing to keep up/catch up. The resources include recorded lessons by teachers and support materials such as worksheets and quizzes
Website: https://curriculum.unitedlearning.org.uk/Pupil
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