Your firm has a credit rating of A. You notice that the credit spread for 10-year maturity debt with a credit rating of A is 100 basis points (1%). Your firm’s ten-year debt has a coupon rate of 1.2% and face value of $1,000. You see that new 10-year Treasury notes are being issued at par with a coupon rate of 1.5%. What should the price of your outstanding 10-year bonds be?
Your firm’s YTM = 1.5% + 1% = 2.5%
Semiannual discount rate = 2.5%/2 = 1.25%
Semiannual coupon payment = ($1000 x 1.2%)/2 = $6
Par Value ($) | 1000 |
Coupon rate | 1.20% |
YTM | 2.50% |
Payment frequency | 2 |
Time to maturity (t) | 10 |
Bond price (PV) ($) | 885.60 |
Using the above formula and substituting the values, we get the bond price as $885.60
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