Edexcel A Level Maths Paper 2: Pure Mathematics 2 June 2024 mark scheme 9MA0/02
Practise the past exam questions by topic
Differentiating powers of x30 Qs
Arithmetic sequences & series19 Qs
Quadratic equations25 Qs
Graph transformations25 Qs
Sequences18 Qs
Sigma notation5 Qs
Small angle approximations8 Qs
Chain rule33 Qs
Differentiating standard functions18 Qs
Iterative methods18 Qs
Laws of logarithms20 Qs
Position vectors14 Qs
Vector arithmetic10 Qs
Trigonometric equations26 Qs
Trigonometric identities24 Qs
Trigonometric proof7 Qs
Completing the square11 Qs
Modelling with functions13 Qs
Parametric differentiation21 Qs
Parametric equations24 Qs
Tangents & normals23 Qs
Area under a curve17 Qs
Definite integration23 Qs
Integration by parts20 Qs
Differential equations10 Qs
Integration using partial fractions18 Qs
Partial fractions21 Qs
Separation of variables27 Qs
Exponential growth & decay12 Qs
Logarithmic graphs5 Qs
Equation of a circle18 Qs
Inequalities16 Qs
Algebraic division16 Qs
Factor & remainder theorem21 Qs
Implicit differentiation22 Qs
Polynomials21 Qs
Discriminant19 Qs
+33 more
15 questions
- Q1 - 5 marks - Differentiating powers of x
- Q2 - 5 marks - Arithmetic sequences and series, Quadratic equations
- Q3 - 4 marks - Graph transformations
- Q4 - 5 marks - Quadratic equations, Sequences, Sigma notation
- Q5 - 3 marks - Small angle approximations
- Q6 - 7 marks - Chain rule, Differentiating standard functions, Iterative methods, Laws of logarithms
- Q7 - 5 marks - Position vectors, Vector arithmetic
- Q8 - 7 marks - Trigonometric equations, Trigonometric identities, Trigonometric proof
- Q9 - 7 marks - Completing the square, Modelling with functions, Quadratic equations
- Q10 - 6 marks - Parametric differentiation, Parametric equations, Tangents and normals
- Q11 - 5 marks - Area under a curve, Definite integration, Integration by parts
- Q12 - 12 marks - Differential equations, Integration using partial fractions, Partial fractions, Separation of variables
- Q13 - 9 marks - Exponential growth and decay, Logarithmic graphs
- Q14 - 8 marks - Equation of a circle, Inequalities
- Q15 - 12 marks - Algebraic division, Factor and remainder theorem, Implicit differentiation, Polynomials, Quadratic equations, Tangents and normals, The discriminant
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