2023 (source code)
= 2023
{scope}
{title2=A4}
{title2=A13756W1}
Source: https://www.whatdotheyknow.com/request/bsc_mathematics_part_a_examinati/response/2820674/attach/3/FOI%20202410%20944%20Data.pdf#page=85[Oxford's released examination PDF, pages 85–87], paper dated 13 June 2023. The numbering below follows the paper; only original solutions are given. In 2(b)(i), the printed integral omits $dx$. In 2(b)(ii), the printed differential equation has a sign error: the correct equation is $F'(t)=-2F(t)$, as derived below.
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