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Which of the following are true: I. A interest rate cap is effectively a call option on an underlying interest rate II. The premium on a cap is determined by the volatility of the underlying rate III. A collar is more expensive than a cap or a floor IV. A floor is effectively a put option on an underlying interest rate
Correct Answer: D
Explanation Interest rate caps are effectively call options on an underlying interest rate that protect the buyer of the cap against a rise in interest rates over the agreed exercise rate. As with options, the premium on the cap depends upon the volatility of the underlying rates as one of its variables. A floor is the exact opposite of a cap, ie it is effectively a put option on an underlying interest rate that protects the buyer of the floor against a fall in interest rates below the agreed exercise rate. A cap protects a borrower against a rise in interest rates beyond a point, and a floor protects a lender against a fall in interest rates below a point. A collar is a combination of a long cap and a short floor, the idea being that the premium due on the cap is offset partly by the premium earned on the short floor position. Therefore a collar is less expensive than a cap or a floor.