Correct answer is Dfficeffice" />
The value of an FRA is:
L * (Rk ? Rf) * (T2 ? T1) * e?R2T2
Where
L: principal
Rf: Market quoted forward rate between T2 and T1
Rk: FRA interest rate to be earned between T2 and T1
Ri: Actual zero rates observed when deal is entered
The continuous compounding forward rate between year 1 and year 2 is then:
ln(e 0.035 * 2 / e 0.0325 * 1) = 0.0375
The value of the FRA is then
V = $1,000,000 * (0.0375 ? 0.0375) * (2 ? 1) * e ?0.035 * 2 = $0
Only answer D is correct.
Reference: John Hull, Options, Futures, and Other Derivatives, 5th ed. (ffice:smarttags" />New York:
Prentice Hall, 2003), Chapter 5.
Type of Question: Market Risk |