Shazam023
New Member
John C. Hull
Chapter 5 (Determination of Forward and Futures Prices)
Example No. 5.1
Consider a 4-month forward contract to buy a zero-coupon bond that will mature
1 year from today. (This means that the bond will have 8 months to go when the
forward contract matures.) The current price of the bond is $930. We assume that
the 4-month risk-free rate of interest (continuously compounded) is 6% per annum. Because zero-coupon bonds provide no income, we can use equation (5.1)
with T- 4/12, r- 0:06, and S0- 930.
T suppose to be time left to maturity. So how T= 4/12. Either it shud be 8/12 or 12/12=1.
m confused here. plz help.
Chapter 5 (Determination of Forward and Futures Prices)
Example No. 5.1
Consider a 4-month forward contract to buy a zero-coupon bond that will mature
1 year from today. (This means that the bond will have 8 months to go when the
forward contract matures.) The current price of the bond is $930. We assume that
the 4-month risk-free rate of interest (continuously compounded) is 6% per annum. Because zero-coupon bonds provide no income, we can use equation (5.1)
with T- 4/12, r- 0:06, and S0- 930.
T suppose to be time left to maturity. So how T= 4/12. Either it shud be 8/12 or 12/12=1.
m confused here. plz help.