OCR A Level Mathematics A Paper 3 2025 Question Paper

Download the official OCR A Level Mathematics A H240/03 Pure Mathematics and Mechanics June 2025 question paper PDF — the authentic OCR examination paper used for the 2025 A Level Mathematics assessment. This official OCR paper contains all Pure Mathematics and Mechanics questions exactly as sat in the June 2025 examination series, including formulae pages, mark allocations, proof-based reasoning tasks, mechanics diagrams, and extended modelling questions.

The OCR H240/03 June 2025 paper covers a broad range of advanced A Level Mathematics topics including completing the square, coordinate geometry, transformations, logarithmic inequalities, functions, integration, trigonometric identities, numerical methods, iterative processes, proof from first principles, differentiation of trigonometric functions, vectors, and advanced algebraic reasoning. Students are also required to demonstrate detailed mathematical communication and proof-style justification throughout multiple structured questions.

The Mechanics section includes forces, Newton’s laws of motion, kinematics, equilibrium, moments, projectile motion, vectors in mechanics, friction, air resistance, connected forces, inclined planes, and limiting equilibrium. The paper contains advanced applied mechanics modelling questions involving rods, projectiles, particles moving under gravity, and blocks on rough planes.

Perfect for timed exam practice, mock examinations, classroom assessment, revision sessions, independent study, and examiner-standard preparation for OCR A Level Mathematics A examinations. Pair this paper with the official OCR H240/03 June 2025 mark scheme for self-marking, worked-solution analysis, and AO-focused exam revision. Fully optimised for desktop and mobile PDF viewing with instant download access from markscheme.net.

This document is designed for OCR A Level Mathematics A students preparing for the 2026 examination series, including Year 13 students, resit candidates, independent learners, private candidates, and home-schooled students studying Pure Mathematics and Mechanics (H240/03).

It is especially useful for students revising trigonometric identities, differentiation from first principles, integration, logarithmic inequalities, numerical methods, vectors, projectile motion, moments, equilibrium, forces, friction, kinematics, and mechanics modelling.

The paper is also highly valuable for Mathematics teachers, tutors, sixth-form departments, revision-course providers, and parents supporting OCR Mathematics revision. It can be used for mock examinations, classroom assessment, retrieval practice, examiner-style revision, AO-focused preparation, and identifying weaknesses in advanced Pure Mathematics and Mechanics problem-solving before OCR A Level Mathematics examinations.