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A 7.60 percent coupon bond with 14 years left to maturity is priced to offer a...

A 7.60 percent coupon bond with 14 years left to maturity is priced to offer a 8.3 percent yield to maturity. You believe that in one year, the yield to maturity will be 7.9 percent. What is the change in price the bond will experience in dollars? (Do not round intermediate calculations. Round your final answer to 2 decimal places.)

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Expert Solution

Statement showing Price or Intrinsic Value                 ( Assume face value to be $1000, coupon payment=1000*0.076=76)
Particulars Time PVf @8.3% Amount PV
Cash Flows (Interest)                          1.00             0.9234          76.00                 70.18
Cash Flows (Interest)                          2.00             0.8526          76.00                 64.80
Cash Flows (Interest)                          3.00             0.7873          76.00                 59.83
Cash Flows (Interest)                          4.00             0.7269          76.00                 55.25
Cash Flows (Interest)                          5.00             0.6712          76.00                 51.01
Cash Flows (Interest)                          6.00             0.6198          76.00                 47.10
Cash Flows (Interest)                          7.00             0.5723          76.00                 43.49
Cash Flows (Interest)                          8.00             0.5284          76.00                 40.16
Cash Flows (Interest)                          9.00             0.4879          76.00                 37.08
Cash Flows (Interest)                        10.00             0.4505          76.00                 34.24
Cash Flows (Interest)                        11.00             0.4160          76.00                 31.62
Cash Flows (Interest)                        12.00             0.3841          76.00                 29.19
Cash Flows (Interest)                        13.00             0.3547          76.00                 26.96
Cash Flows (Interest)                        14.00             0.3275          76.00                 24.89
Cash flows (Maturity Amount)                        14.00             0.3275    1,000.00               327.50
Intrinsic Value of Bond or Current Bond Price               943.29
Current price is $943.29
Since 1 years have already elapsed and initial maturity was 14 years there are 13 Years left for Maturity
Yield to maturity is 7.9%
Statement showing Price or Intrinsic Value
Particulars Time PVf @7.9% Amount PV
Cash Flows (Interest)                          1.00             0.9268          76.00                 70.44
Cash Flows (Interest)                          2.00             0.8589          76.00                 65.28
Cash Flows (Interest)                          3.00             0.7960          76.00                 60.50
Cash Flows (Interest)                          4.00             0.7378          76.00                 56.07
Cash Flows (Interest)                          5.00             0.6837          76.00                 51.96
Cash Flows (Interest)                          6.00             0.6337          76.00                 48.16
Cash Flows (Interest)                          7.00             0.5873          76.00                 44.63
Cash Flows (Interest)                          8.00             0.5443          76.00                 41.37
Cash Flows (Interest)                          9.00             0.5044          76.00                 38.34
Cash Flows (Interest)                        10.00             0.4675          76.00                 35.53
Cash Flows (Interest)                        11.00             0.4333          76.00                 32.93
Cash Flows (Interest)                        12.00             0.4016          76.00                 30.52
Cash Flows (Interest)                        13.00             0.3722          76.00                 28.28
Cash flows (Maturity Amount)                        13.00             0.3722    1,000.00               372.20
Intrinsic Value of Bond or Current Bond Price               976.20
Current price is $976.20
Change in price of bond= 976.20-943.29=$32.91
So change in price of bond is $32.91

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