What will the bond price be 5 years from now?
A 25-year, $ 1000 par value bond has an 8.5% annual coupon. The bond currently sells for $ 875. If the yeild to maturity remains at its current rate, what will the price be five years from now?
Bond best answer:
Answer by Marc
First you have to calculate the current yield to maturity. You do this by solving for the RATE function using the following criteria:
Number of Periods = 25
Annual Payment = $ 85 ($ 1,000 X 8.5%)
Future Value $ 1,000
Present Value -$ 875
The RATE calculates to 9.863%
Now calculate the Present Value using this criteria
Future Value $ 1,000
Number of Periods = 20 (25 - 5)
Annual Payment = $ 85 ($ 1,000 X 8.5%)
RATE = 9.863%
The Present Value calculates to -$ 882.90
So in five years, the bond will sell for $ 882.90
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