Mathematics
Course summary
Course Outline The course builds upon students’ previous experience of Mathematics, developing some topics further and introducing many new topics. Students are expected to undertake 5 hours of work away from the classroom each week. Year 12 You will cover the essential pure mathematical methods that can be applied to real world scenarios. Topics include solving equations, graphs and transformations, coordinate geometry, logarithms and exponentials, trigonometry, and differentiation and integration. You will also study some mechanics in the form of kinematics, forces and Newton’s Laws as well as some statistics including probability theory and hypothesis testing. Year 13 The work in pure mathematics is extended to include topics such as sequences and series, functions, numerical methods and 3D vectors. There will also be more material in mechanics such as the resolution of forces, moments and the study of friction. In statistics more advanced probability theory will be covered and you will investigate statistical distributions such as the Normal Distribution.
Entry Requirements
Checked against your grades — every rule traces to the school's published source.
| Requirement | Rule | You |
|---|---|---|
Mathematics | Grade 6 in Mathematics | — |
English Language | Grade 4 in English Language | — |
Chemistry | Grade 6 in Chemistry | — |
Physics | Grade 6 in Physics | — |
Combined Science Alternative route | Grade 6-6 in Combined Science | — |
Biology Alternative route | Grade 6 in Biology | — |
Chemistry Alternative route | Grade 6 in Chemistry | — |
Biology Alternative route | Grade 6 in Biology | — |
Physics Alternative route | Grade 6 in Physics | — |
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Assessment
No Coursework Examination (100%) Examining Board – AQA.
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