CIFA Advanced LevelDerivatives Analysis
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CIFA Advanced Level

Derivatives Analysis flashcards

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What is the difference between a forward commitment and a contingent claim?

Forward commitment: both parties are obliged to transact at a future date on agreed terms. Forwards, futures and swaps. Contingent claim: one party holds a right, but not an obligation, to transact, and the other is obliged if that right is exercised. Options. The fastest test is symmetry of obligation.

How is the price of a forward contract set by the cost of carry?

F0 = (S0 - PV of income) x (1 + r)^T. S0 is the spot price, r the risk-free rate and T the time to expiration in years. Dividends or coupons paid during the contract's life are stripped out, because the forward buyer does not receive them. Example: a share at KES 100 with no dividend and r = 10% has a one-year forward price of 100 x 1.10 = KES 110.

When is a futures margin call triggered, and how much must be paid in?

Gains and losses are marked to market and settled through the margin account every day. When the balance falls below the maintenance margin, a margin call requires a top-up all the way back to the initial margin, not merely back to the maintenance level. Example: initial KES 20,000, maintenance KES 15,000, balance after losses KES 14,000: the call is KES 6,000.

How many stock index futures contracts change a portfolio's beta to a target?

N = [(target beta - portfolio beta) x portfolio value] / (futures price x multiplier). A negative N means sell; a target beta of zero is a full hedge. Example: KES 80,000,000 at beta 1.3, futures at 4,000 x KES 100 = KES 400,000 a contract: (0 - 1.3) x 80,000,000 / 400,000 = -260, so sell 260 contracts.

How is the fixed rate on a plain interest rate swap calculated?

Fixed rate = (1 - DF_n) / (DF_1 + DF_2 + ... + DF_n), using discount factors from the spot curve for each payment date. It is set so the swap is worth zero to both parties at initiation. Example: discount factors 0.9434 and 0.8734 give (1 - 0.8734) / 1.8168 = 6.97%.

How does a borrower with a floating-rate loan use a swap to fix its interest cost?

It enters a swap to pay fixed and receive floating. The floating payments received offset the loan's own floating payments, leaving a net fixed cost: the swap's fixed rate plus the loan's margin. Example: loan at reference + 1.5%, swap paying 9% fixed and receiving reference: net cost 10.5% fixed.

When is a call, and when is a put, in the money, at the money and out of the money?

Call: in the money when the underlying price is above the strike, out of the money when below. Put: in the money when the underlying price is below the strike, out of the money when above. Both are at the money when the underlying price equals the strike.

State put-call parity for European options and the principle behind it.

C + K / (1 + r)^T = P + S0. C and P are the call and put premiums at the same strike K and expiration, S0 the underlying's price. Both sides replicate the same future payoff, so by no-arbitrage they must cost the same today. It is an exact relationship, not an approximation.

How does a dealer delta-hedge written calls, and why must the hedge be rebalanced?

Shares to hold = delta x number of option shares. Calls on 10,000 shares at a delta of 0.60 need 6,000 shares. Delta changes as the price and time to expiration change (gamma), so the hedge is rebalanced continuously: if delta rises to 0.70, buy another 1,000 shares.

How does a credit default swap work?

The protection buyer pays a periodic premium, the CDS spread, to the protection seller. The seller pays out if a specified credit event, such as default or restructuring, occurs on the reference entity. It lets a party buy or sell credit risk protection without holding, or lending to, the reference entity itself.

What is a derivative?

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What is a derivative's notional amount, and why does it overstate the risk?

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How do hedgers, speculators and arbitrageurs each use derivatives?

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What do Asian, lookback and barrier options pay off on?

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What is the no-arbitrage principle, and how does a replicating portfolio price a derivative?

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How is a currency forward rate priced?

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What is the difference between pricing and valuing a forward, and how is a long forward valued mid-life?

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How does a forward rate agreement (FRA) settle, and who uses one?

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How does a futures contract differ from a forward?

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What is the leverage effect in futures?

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What do creating equity out of cash and creating cash out of equity mean?

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What are basis risk and correlation risk in a futures hedge?

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How do an exporter and an importer each hedge currency risk with forwards?

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What do interest rate, currency and equity swaps exchange?

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What is the difference between a payer swaption and a receiver swaption?

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Who bears credit risk in a swap, and how is it managed?

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How does a pay-fixed swap change a bond portfolio's duration?

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How can a swap reduce two borrowers' cost of debt, and how is the total gain measured?

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What risk management uses does an equity swap have?

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How does a payer swaption protect a company planning to borrow later, compared with a forward swap?

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What rights do a call and a put give, and what is the premium?

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How do European and American options differ, and which is worth more?

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Why is an option's risk asymmetric between the buyer and the writer?

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How does the one-period binomial model value a call?

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How do volatility, the risk-free rate and dividends affect call and put values?

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When can early exercise of an American option be rational?

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State the Black-Scholes-Merton call price formula.

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What is implied volatility, and why is it used?

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What is a protective put, and what are its maximum loss and breakeven?

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What is a covered call, and what does it give up?

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How is a bull call spread built, and what are its maximum profit, loss and breakeven?

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What are a straddle and a collar?

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What are an interest rate cap, floor and collar?

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What do delta, gamma, vega and theta measure?

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Which options is each numerical pricing method best suited to?

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How is the fair spread on a credit default swap set?

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What is a credit-linked note, and how does it differ from a CDS for the protection seller?

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What is financial engineering, and what are its legitimate uses and abuses?

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What derivatives-market weaknesses did the 2008 crisis and the COVID-19 pandemic expose, and what reforms followed?

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