AQA A-level Maths June 2024 Paper 2
- 7357/2
- Pure and mechanics
- 2 hours
- 100 marks
Practise this paper's topics
5 new exam questions, 31 minutes, marked line by line. Free, no account.
- Rational binomial expansions and approximation
- Logarithms and exponential equations
- Connected particles and smooth pulleys
- Magnitude, direction and vector geometry
- Projectiles: components, trajectories and height
What it tested
- Pure59 marks
- Mechanics41 marks
- Q1Circles, tangents and intersections1 mark
- Q2Definite integrals, areas and limiting strips1 mark
- Q3Inequalities and solution sets1 mark
- Q4Logarithms and exponential equations3 marks
- Q5Product, quotient and chain rules3 marks
- Q6Trig identities and interval equations6 marks
- Q7Sequences and series as financial/physical modelsGeometric progressions and convergence5 marks
- Q8Logarithms and exponential equationsPure paper workshop: modelling and numerical reasoning7 marks
13 more questions
- Q9Rational binomial expansions and approximationRational expressions and partial fractions13 marks
- Q10Stationary points, optimisation and curvaturePower, exponential and basic trig derivatives4 marks
- Q11Contradiction and first-principles proof clinicInequalities and solution sets6 marks
- Q12Newton's second law in one dimension1 mark
- Q13Motion graphs and area/gradient reasoning1 mark
- Q14Position, displacement, distance, speed and velocityInequalities and solution sets3 marks
- Q15Two-dimensional motion with vectors and calculusVectors: components, position and subtraction4 marks
- Q16Constant-acceleration equations and derivations4 marks
- Q17Moments and rigid-body equilibriumLadders, rods and connected-system models4 marks
- Q18Variable-acceleration motion in one dimension7 marks
- Q19Projectiles: components, trajectories and heightConstant-acceleration equations and derivations8 marks
- Q20Magnitude, direction and vector geometryVectors: components, position and subtraction9 marks
- Q21Connected particles and smooth pulleysFriction: equilibrium, limiting cases and sliding9 marks
Every topic on AQA A-level Maths
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