Today we referred to things that must be learned off for the LC maths exam.
Paper 1
Paper 2
Paper 1
- Proof of by Induction (i) Sums (ii) Factors (iii) Inequalities and (iv) deMoivre's Theorem
- Derive Amortisation formula
- Derive sum of infinite geometric series formula
- Prove root 2 is not rational
- Construct root 2 and root 3
- Differentiate Linear and Quadratic Functions from 1st Principles
- Define Injective, surjective and bijective functions
Paper 2
- Define geometry terms: Theorem, proof, axiom, corollary, implies, converse, is equivalent to, if and only if, proof by contradiction
- Prove theorems 11, 12 and 13
- Derive trigonometric formulae 1-7 and 9
- Constructions 16-22
- Define sample types: Simple random, stratified, cluster and quota
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