IFoA SP6 study guide
IFoA SP6 · Work through your exam, one topic at a time.
SP6 Financial Derivatives is an IFoA Specialist Principle subject, one of the advanced exams candidates take after the Core Principles stage of the actuarial qualification. It is aimed at actuaries who work with, price, hedge, or risk-manage derivative instruments, and at candidates moving into investment, treasury, capital markets, or quantitative risk roles where derivative pricing and hedging are central. The subject matter is technical and quantitative: candidates should expect to reason about pricing and valuation models, the behaviour of underlying markets, hedging and replication arguments, and the practical limits of those models when markets behave badly. Preparation is normally built around the IFoA's own curriculum and Virtual Learning Environment, which the Institute describes as offering "access to thousands of high-quality learning resources, short courses, and microlearning materials", plus past-paper-style practice under timed conditions. This page is an independent study resource. It is not affiliated with, endorsed by, or operated by the Institute and Faculty of Actuaries. Topics on this exam: Financial derivatives (SP6 syllabus content). The IFoA SP6 study guide has 1 section and about 422 words.
01Financial derivatives: pricing, hedging and risk
SP6 tests whether you can apply no-arbitrage reasoning to value and hedge derivatives, not merely quote formulas. Expect forwards, futures, options and swaps, with questions that connect model prices to tradable prices through replication, discounting and explicit cash-flow timelines. A derivative is priced from its underlying and a risk-free money-market account. Replication and no-arbitrage must give the same price.
422 words, about 2 minMore study resources for IFoA SP6
- Practice questionsIn an equity swap where one party pays the total return on a stock index and receives a fixed rate, which risk does the fixed-rate payer primarily take on?
- FlashcardsPut-call parity. For European options on a non-dividend stock: c + Ke^{-rT} = p + S0.
- Cheat sheetForward price with known income: F0 = (S0 - I)e^{rT}; with known yield q: F0 = S0e^{(r-q)T}.
- Key termsDerivative. A financial contract whose value depends on an underlying asset, rate, index or event.
- Study planMap the SP6 syllabus into a one-page topic tree covering forwards, futures, options, swaps and embedded/structured products, and mark each branch with your current confidence (1-5).
- Common mistakesCandidates memorise the Black-Scholes formula and plug numbers in without checking that the quoted rate, tenor and compounding basis match the model's assumptions; SP6 questions deliberately mix conventions to test this.
- Exam-day guideLog in to your IFoA/assessment account and verify the date, start time (in your local time zone), and whether you are sitting on-site at a test centre or online with remote invigilation.