OCR A Level Mathematics B Mei Paper 2 2025 Question Paper

Download the official OCR A Level Mathematics B MEI H640/02 Pure Mathematics and Statistics June 2025 question paper PDF — the authentic OCR examination paper used for the 2025 OCR A Level Mathematics assessment. This paper contains all official exam questions covering calculus, statistics, probability, logarithms, differentiation, integration, trigonometry, correlation, hypothesis testing, differential equations, algebraic proof, and mathematical modelling.

The OCR H640/02 June 2025 paper includes questions on circles, binomial expansion, trigonometric graphs, factor theorem and cubic functions, probability and Venn diagrams, cumulative frequency curves, vectors in three dimensions, life expectancy modelling, scatter diagrams, Spearman’s rank correlation, binomial distributions, trigonometric equations involving secant and tangent functions, hypothesis testing for proportions, curve sketching and concavity, integration involving logarithms, and differential-equation modelling of puffin populations after an oil spill. The paper also contains advanced statistical-analysis questions involving sampling bias, correlation interpretation, and Normally distributed quality-control testing for honey-jar production.

Students can use this paper for timed exam practice, classroom mocks, revision sessions, independent study, and examiner-standard preparation for OCR A Level Mathematics B MEI examinations. Pair this paper with the official OCR H640/02 June 2025 mark scheme for worked-solution analysis, AO-focused revision, and accurate self-marking. Fully optimised for desktop and mobile PDF viewing with instant download access from markscheme.net.

This document is designed for OCR A Level Mathematics B MEI students preparing for the 2026 examination series, including Year 13 students, retake candidates, private candidates, independent learners, and home-schooled students studying Pure Mathematics and Statistics (H640/02).

It is especially useful for students revising calculus, integration, trigonometric equations, hypothesis testing, differential equations, correlation, statistical modelling, probability distributions, vectors, cumulative frequency analysis, scatter diagrams, and mathematical proof.

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