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GCE A Level in Mathematics

at Woodhouse College · college

Ofsted rated their overall effectivenessOutstanding2022see the detail

Level 3A levelsGCE A level2 yearsFull time

What the college says

Maths at Woodhouse provides an understanding of the subject and processes in a way that promotes confidence, fosters enjoyment and provides a strong foundation for progress to further study. You will develop skills in the use of mathematical knowledge to make logical and reasoned decisions in solving problems both within pure mathematics and in a variety of contexts and learn to communicate the mathematical rationale for these decisions clearly. Many Woodhouse students go on to study mathematics or a closely related degree course at Oxbridge and Russell Group universities. The department provides many opportunities to listen to distinguished speakers both on and off the college premises, and often invites back recent college leavers to describe the demands and requirements of higher-level study. Course content: Content is in three areas: Pure mathematics, mechanics and statistics. We encourage students to use appropriate technology to deepen their mathematical understanding and extend the range of problems they can solve. You’ll use pre-release data in statistics to enable you to develop an understanding of working with real data to solve real problems. We often include mathematical comprehension in our assessments to prepare students to use mathematics in a variety of contexts in higher education and future employment

What you need to get on

GCSES: Grade 7 in Mathematics, Grade 5 in English Language,

How you are assessed

Academic subjects, mostly exams, three or four at once. The traditional route to university.

What this level means

The A-level-equivalent step, and what universities and employers ask for.

Is it open to 16 to 18 year olds?

Approved for 16 to 18 study on the government's Section 96 list.

Where it runs

  • WOODHOUSE COLLEGE

    WOODHOUSE ROAD FINCHLEY, LONDON, N12 9EY

    DaytimeClassroom based
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Who else teaches this exact qualification

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