Pricing logic, arbitrage relationships, and exposure interpretation for Level II derivatives.
Level II Derivatives is where payoff diagrams stop being enough. The exam usually wants to know whether you can see how the derivative should be valued, which market inputs matter, and how the instrument changes the portfolio or issuer exposure described in the vignette.
That is why this chapter now starts with a grouped lesson batch instead of staying a placeholder root. The useful online shape is forward-commitment pricing first, then swaps, then option-tree logic, then Black-model and hedge interpretation.
| Lesson | Official coverage boundary | What to focus on |
|---|---|---|
| Carry Arbitrage, Forwards, and Futures Pricing | Pricing and Valuation of Forward Commitments: equity, interest-rate, and fixed-income forwards and futures | Carry inputs, known cash flows, no-arbitrage price, and how an existing contract gains or loses value. |
| Swaps, Net Cash Flows, and No-Arbitrage Value | Pricing and Valuation of Forward Commitments: interest rate, currency, and equity swaps | Leg-by-leg valuation, direction of value change, and synthetic exposure interpretation. |
| Binomial Option Pricing and No-Arbitrage Logic | Valuation of Contingent Claims: binomial valuation, arbitrage, European versus American exercise, and interest-rate option trees | Replication, risk-neutral pricing, early-exercise checks, and arbitrage direction. |
| Black Models, Greeks, Delta Hedging, and Implied Volatility | Valuation of Contingent Claims: Black-Scholes-Merton, Black model, Greeks, delta hedging, and implied volatility | Model selection, option sensitivities, hedge maintenance, and volatility interpretation. |