Get the official AQA AS Further Mathematics Paper 2 Mechanics question paper from the May 2025 series (7366/2M), sat on the afternoon of Friday 16 May 2025. This free downloadable PDF reproduces every question in its original exam layout across all 10 questions and 40 marks, exactly as candidates encountered them in the live sitting — complete with mark allocations, vector notation, force diagrams, and sphere-collision diagrams used in the examination. This paper is sat alongside either the Discrete or Statistics option within the same 1 hour 30 minute session, and targets candidates who have chosen Mechanics as their AQA 7366 optional topic.
Use it to attempt full timed Mechanics practice at the precise standard AQA applies in the 2026 series. The paper covers circular motion (centripetal acceleration formula, angular speed, linear speed from period), dimensional analysis (dimensions of physical quantities including power, meaning of dimensionless constants, finding unknown indices by equating dimensions), elastic strings and Hooke's law (extension at equilibrium, elastic potential energy, energy conservation with smooth and rough surfaces), momentum and collisions (conservation of momentum in two dimensions with vector velocities, perfectly inelastic collisions, direct impact with coefficient of restitution, rebound from a wall, conditions for a second collision), impulse from a variable force (integration of force with respect to time, impulse-momentum theorem), and work-energy-power (Newton's second law applied to find driving force, power at a given instant, maximum power from terminal speed). Pair it with the matching AQA 7366/2M May 2025 mark scheme on markscheme.net for end-to-end exam practice. Updated for the 2025/2026 academic year, optimised for mobile and desktop, and instantly downloadable from markscheme.net — your fastest route to top-grade AS Further Mathematics Mechanics revision.
This paper is designed for Year 12 students studying AQA AS Further Mathematics, particularly those taking the Mechanics option.
It is ideal for exam practice, revision, and mastering applied mathematical modelling and mechanics concepts required for high grades.
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