Original solutions to the paper released at the source request. The complete editable transcription is retained in the private examination archive.

This University of Oxford Part C paper combines Mathematics and the Environment in section A with Mathematical Physiology in section B. ^[ref] The archive preserves the complete editable seven-page paper. Bounded searches of official sources found no advertised answers for this exact paper. The solutions distinguish linear and asymptotic conclusions from exact nonlinear claims, and identify the carrier-total typo and small-parameter respiratory approximations.

This combined University of Oxford Part C paper covers Mathematics and the Environment in section A and Mathematical Physiology in section B. The original archive transcription retains all seven printed pages and formal identifiers. ^[ref] Bounded official-source searches found no advertised answers for this exact paper. The solutions distinguish valid asymptotic conclusions from the printed claims that require additional assumptions.

Original solutions to the paper released at the source request. The complete editable transcription is retained in the private examination archive.

Source: released examination bundle, Part B 2007 11.pdf, pages 237–243. All six questions in both sections are covered. No mark allocations are printed.

Source: released examination bundle, Part B 2007 11.pdf, pages 306–311. All six questions and both sections are covered. No mark allocations are printed.

This University of Oxford Part B paper is cross-listed for Mathematics, Mathematics and Computer Science, Mathematics and Philosophy, and Mathematics and Statistics. Section A concerns mathematical logic and section B concerns set theory. ^[ref] The archive contains a complete editable five-page transcription. Bounded official-source searches found no advertised answers to this exact paper. All 29 source leaves and the attached unnumbered tasks are covered below. In Q7(v), the convergence condition is retained exactly as printed, without adding absolute-value bars.

This University of Oxford Part B paper is cross-listed for Mathematics, Mathematics and Computer Science, Mathematics and Philosophy, and Mathematics and Statistics. It contains mathematical logic in section A and set theory in section B. ^[ref] The archive contains the full editable five-page transcription. Bounded official-source searches found no advertised answers for this exact 2008 paper. All source leaves are solved below, including all five optional arguments in A1(e) and the unnumbered preliminary tasks in B5, B6 and B7.

This University of Oxford Part B paper covers Logic in section A and Set Theory in section B, and is cross-listed for Mathematics, Mathematics and Computer Science, and Mathematics and Philosophy. ^[ref] Bounded searches of official sources found no advertised answers for this exact paper. The archive contains a complete editable transcription of all four pages.

Source release: Oxford examination archive release thread, Part B bundle pages 187–191. The cover cross-lists Mathematics, Mathematics and Computer Science, and Mathematics and Philosophy, all Part B, Friday 11 June 2010, 2.30pm–5.30pm.

Answer availability checked on 28 October 2026: bounded official Oxford searches by exact year, paper label and course title found no advertised exact-paper answers. The official Part B syllabus for the 2010 examination identifies the course. No later-year answer-release policy was assumed applicable.

Source paper: released examination archive, member 2015/T/a15293w1.pdf. The cover dates this paper to 2016-06-15.

Solutions already advertised by Oxford. The Mathematical Institute releases examination solutions for even-numbered years dating back to at least 2016; this paper is skipped here. ^[ref]

Source paper: earlier Computer Science release, member 2016/T/a15293w1.pdf. Its cover dates this examination to 14 June 2017, but its question pages are damaged. The complete three-page counterpart is in Mathematics Part A release, member FOI-20210708-1 - Data/a15293w1 (2).pdf.

All seventeen source subparts are answered below. Part 1(b)(iii) needs a separable polynomial hypothesis over a general field; its intended case, a counterexample to the unrestricted claim, and the corrected general result are distinguished in that solution. This paper uses the characteristic polynomial convention ${\chi }_T(x)=\det (T-xI)$, which differs by $(-1{)}^{\dim V}$ from the monic convention.

The department's solution-release policy covers even examination years and the exceptional release for 2019; it does not advertise 2017 solutions. The exact-paper check found examiner comments, but no advertised worked answers requiring any subpart to be skipped.

Lie Groups and Differentiable Manifolds, Mathematics Parts C and B; Wednesday 28 May 2008, 9.30am–12.30pm. The complete four-page source and both sections are privately transcribed from original Part C bundle pages 117–120, supplied through the past-papers disclosure. No exact worked-answer advertisement was found in the bounded availability check. Representations are finite-dimensional and continuous; manifolds have no boundary unless stated otherwise.

Source: Mathematics release, bundle Part C 2007 11.pdf, pages 405–407. The paper was sat on 14 June 2011, 2.30–4.00pm, and is shared by Mathematics and Mathematics and Computer Science Part C.

The department's answer-release policy excludes ordinary odd years. Bounded exact-paper checks found no matching advertised answers. All nine printed leaves are answered; the final unpartitioned question includes all of its requests.

Source: Oxford mathematics examination release, private bundle Part C 2007 11.pdf, pages 10–14. The printed Part C cover identifies mathematics, mathematics and philosophy, and mathematics and statistics. The complete editable transcription is retained in the private examination archive.