Assuming semiannual compounding, what is the price of a zero coupon bond with 13 years to maturity paying $1,000 at maturity if the YTM is (Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16.): |
4 percent | |
8 percent | |
12 percent |
For a zero coupon bond:
Price of a bond = FV / (1 + semi annual rate)^number of periods
Maturity = 13
Number of payments = 13*2 =26
FV = 1000
For YTM =4%:
Semi-annual YTM = 2%
Price of bond = 1000 / (1+ 0.02)^26
Price of bond = 597.58 Answer
For YTM = 8%:
Semi-annual YTM = 4%
Price of bond = 1000 / (1+ 0.04)^26
Price of bond = 360.69 Answer
For YTM = 12%:
Semi-annual YTM = 6%
Price of bond = 1000 / (1+ 0.06)^26
Price of bond = 219.81 Answer
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