Cambridge (CIE) AS Maths: Pure 2
Exam Questions

Sketching Graphs of Modulus Functions, Solving Equations with Modulus Functions

Polynomial Division, Factor & Remainder Theorem, Factorisation, Rational Expressions, Improper Algebraic Fractions

Further Modelling with Functions

Exponential Functions, Logarithmic Functions, "e", Derivatives of Exponential Functions

Laws of Logarithms, Exponential Equations

Exponential Growth & Decay, Using Exponentials & Logarithms in Modelling, Logarithmic Graphs

Definitions of Reciprocal Trigonometric Functions, Graphs of Reciprocal Trigonometric Functions, Identities with Reciprocal Trigonometric Functions

Compound Angle Formulae, Double Angle Formulae, Harmonic Form

Strategy for Further Trigonometric Equations

Trigonometric Proof

Differentiating Other Functions, Product Rule, Quotient Rule

Implicit Differentiation

Basics of Parametric Equations, Eliminating the Parameter of Parametric Equations, Sketching Graphs of Parametric Equations, Parametric Differentiation

Integrating Other Functions, Integrating with Trigonometric Identities, Trapezium Rule (Numerical Integration)

Change of Sign, Failure of the Change of Sign Method, x = g(x) Iteration