Modular Mathematics Advanced Subsidiary requires the completion of 3 modules Advanced Level requires the completion of 6 modules A Level Mathematic will: (i) enable students to acquire knowledge and skills with confidence, satisfaction and enjoyment; (ii) give students experience of mathematical activity and develop resourcefulness in solving problems; (iii) enable students to apply mathematics and recognise its significance to other disciplines; (iv) develop students' understanding of mathematical reasoning; (v) provide students with a foundation for the continuing study of mathematics. Students choose 2 from the following options for Further Mathematics: Further Pure Mathematics 3 Further calculus, further differential equations, co-ordinate systems, further vectors, further numerical methods, inequalities. Further Pure Mathematics 4 Groups, further calculus, further matrix algebra, further complex numbers, number theory , further sequences and series. Further Statistics 1 Linear regression, statistical distributions (discrete and continuous), correlation, hypothesis testing, Chi squared tests. Further Statistics 2 Probability distributions, combinations of random variables, estimation, confidence intervals, and hypothesis tests Probability generating functions, quality of tests. Further Mechanics 1 Momentum and impulse, collisions, centres of mass, work and energy, elastic strings and springs. Further Mechanics 2 Further kinematics, further dynamics, motion in a circle, statics of rigid bodies, elastic collisions. Decision mathematics Algorithms; algorithms on graphs; critical path analysis and linear programming.
Name: Mathematics (Further) A Level Qualification title: Mathematics (Further) A Level Qualification type: GCE A/AS Level or equivalent Assessment Awarding Pearson Education Ltd (Formerly EDEXCEL) Created 20151113 15:32:23 Updated 20161003 09:28:15
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The North Halifax Grammar School
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Moor Bottom Road Town: Halifax