Pybus, Inc. is considering issuing bonds that will mature in 25 years with an annual coupon rate of 11 percent. Their par value will be $1,000, and the interest will be paid semiannually. Pybus is hoping to get a AA rating on its bonds and, if it does, the yield to maturity on similar AA bonds is 7 percent. However, Pybus is not sure whether the new bonds will receive a AA rating. If they receive an A rating, the yield to maturity on similar A bonds is 8 percent. What will be the price of these bonds if they receive either an A or a AA rating?
The price of the bonds if they receive a AA rating will be $___. round to nearest cent
The price of the bonds if they receive a A rating
The Price of the Bond is the Present Value of the Coupon Payments plus the Present Value of the face Value
Face Value of the bond = $1,000
Semi-annual Coupon Amount = $55 [$1,000 x 11% x ½]
Semi-annual Yield to Maturity = 4.00% [8.00% x ½]
Maturity Period = 50 Years [25 Years x 2]
Therefore, the Price of the Bond = Present Value of the Coupon Payments + Present Value of the face Value
= $55[PVIFA 4.00%, 50 Years] + $1,000[PVIF 4.00%, 50 Years]
= [$55 x 21.48218] + [$1,000 x 0.14071]
= $1,181.52 + $140.71
= $1,322.23
The price of the bonds if they receive a AA rating
The Price of the Bond is the Present Value of the Coupon Payments plus the Present Value of the face Value
Face Value of the bond = $1,000
Semi-annual Coupon Amount = $55 [$1,000 x 11% x ½]
Semi-annual Yield to Maturity = 3.50% [8.00% x ½]
Maturity Period = 50 Years [25 Years x 2]
Therefore, the Price of the Bond = Present Value of the Coupon Payments + Present Value of the face Value
= $55[PVIFA 3.50%, 50 Years] + $1,000[PVIF 3.50%, 50 Years]
= [$55 x 23.45562] + [$1,000 x 0.17905]
= $1,290.06 + $179.05
= $1,469.11
NOTE
-The formula for calculating the Present Value Annuity Inflow Factor (PVIFA) is [{1 - (1 / (1 + r)n} / r], where “r” is the Yield to Maturity of the Bond and “n” is the number of maturity periods of the Bond.
-The formula for calculating the Present Value Inflow Factor (PVIF) is [1 / (1 + r)n], where “r” is the Yield to Maturity of the Bond and “n” is the number of maturity periods of the Bond.
FINAL ANSWER
The price of the bonds if they receive a A rating will be $1,322.23
The price of the bonds if they receive a AA rating will be $1,469.11
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