By the FinLingo Team | Capital markets practitioner, front office experience at a major European investment bank. FinLingo covers 342 lessons from bonds to exotic derivatives. About · Last updated:
Structuring interviews test one thing above all: can you decompose a financial product into its building blocks and reason about the trade-offs? They care less about memorised formulas and more about whether you can think in components. Here are the questions that actually get asked.
"Decompose a Capital Protected Note." The answer: a zero-coupon bond (repays 100% at maturity) plus a call option (provides upside participation). The ZCB price depends on the issuer's funding rate and maturity. The option budget is whatever is left after buying the ZCB and subtracting the issuer margin. Participation rate = budget / call price. At 3.2% rates over 5 years, the ZCB costs 85.3%, leaving roughly 12.7% for the call.
"Walk me through an Autocall." Three barrier levels: autocall trigger (early redemption), coupon trigger (conditional payment), PDI barrier (capital loss). At each observation, compare the underlying to the autocall trigger. Above it: redeem at par plus coupon. Below it but above coupon trigger: pay coupon, continue. Below coupon trigger: no coupon, continue. If PDI is breached at any point and the stock finishes below strike at maturity, investor bears the loss.
"What happens to a BRC coupon if you lower the barrier from 80% to 70%?" The coupon drops, because the down-and-in put becomes cheaper (fewer scenarios where it activates). But the drop is nonlinear: moving from 80% to 70% cuts the coupon more than moving from 70% to 60%, because extreme tail events are progressively rarer.
"Why does the Autocall coupon increase with volatility?" Because higher volatility makes the embedded down-and-in put more expensive. The investor is selling that put to the issuer. More expensive put = more premium = higher coupon.
"Walk me through the P&L of a delta-hedged option." This is the question that separates candidates. The answer is not about payoff diagrams. A delta-hedged option has no directional exposure. Its P&L depends on realised volatility versus implied volatility. If realised vol exceeds implied, gamma rebalancing profits (buying low, selling high) exceed theta decay. If realised is lower, theta bleeds more than gamma generates.
Product decomposition (breaking structured products into vanilla building blocks), pricing intuition (how inputs like vol, rates, and barriers affect the price), and Greeks understanding (delta hedging, gamma risk, vega exposure). Technical precision matters, but the ability to reason about trade-offs matters more.
Walk me through the P&L of a delta-hedged option. Most candidates describe the payoff diagram, which is wrong. The correct answer: a delta-hedged option has no directional exposure. P&L depends on realised vol versus implied vol. If realised exceeds implied, gamma profits exceed theta. If not, theta wins.
Master three things: product decomposition (CPN, BRC, Autocall, Phoenix), Greeks intuition (what each Greek measures and how it behaves near expiry), and pricing reasoning (how vol, rates, and barriers affect product economics). FinLingo Levels 2 through 5 cover all of this in 190 structured lessons.
FinLingo covers everything structuring interviews test — from Greeks to product decomposition across 342 lessons. The first 50 units are free.
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