Assume semiannual compounding, what is the price of a 6-year, zero coupon bond paying $1,000 at maturity if the YTM is (Do not round intermediate calculations and round your final answers to 2 decimal places. (e.g., 32.16)): |
Price of the Bond | ||
a. | 4 percent | $ |
b. | 9 percent | $ |
c. | 14 percent | $ |
a.The price of the zero coupon bond is ,as it is a zero coupon bonds PMT = 0
FV = $1000
N = 12 YEARS ( semi-annual compounding, 6 * 2 = 12 years)
YTM = 4%/2 (semi-annual compounding, 4%/2 = 2%)
= 2%
So, the price of bond is ($788.4932)
= $788.49 ( rounded off to two decimal places)
b. Now, as the I/Y = 4.5%
The PV is = $589.6639
= $589.66 ( rounded off to two decimal places)
c. Now as the I/Y = 14%/ 2,
Keeping all other factors same,
= 7%
The price of bond is ,
PV = $444.0120
= $444.01 ( rounded off to two decimal places)
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