A $840
| Price of bond is present value of cash flow from bond. | ||||||||
| Price of bond | = | =-pv(rate,nper,pmt,fv) | Where, | |||||
| = | $ 840 | pv | Present value of cash flow | = | ? | |||
| rate | Required return | = | 8% | |||||
| nper | Number of period | = | 15 | |||||
| pmt | Coupon Payment | = | $ 61.25 | |||||
| fv | Face value | = | $ 1,000.00 | |||||
Jay Aquire is considering the purchase of the following: a Builtrite, $1000 par, 6 1/8% coupon...
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Suppose that a 15-year $1000-face value government (risk-free) coupon bond with 8% coupon payments (paid annually) is currently selling at par. ABC Company’s bonds are rated AA, and the credit spread on these bonds is 3%. At what price would you be willing to purchase a 15-year ABC Company bond with a $1000-face value if it offers 8% coupon payments (paid annually)? Show your calculations and explain your result.
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