A trader uses a stop-loss strategy to hedge a short position in a three-month call option
with a strike price of 0.7000 on an exchange rate. The current exchange rate is 0.6950
and value of the option is 0.1. The trader covers the option when the exchange rate
reaches 0.7005 and uncovers (i.e., assumes a naked position) if the exchange rate falls
to 0.6995. Which of the following is NOT true?
A. The exchange rate trading might cost nothing so that the trader gains 0.1 for each
option sold
B. The exchange rate trading might cost considerably more than 0.1 for each option
sold so that the trader loses money
C. The present value of the gain or loss from the exchange rate trading should be about
0.1 on average for each option sold
D. The hedge works reasonably well
A floating-rate borrower wants to use a collar as a hedge. Which of the following is
appropriate?