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Consider a bond that has a face value of $1,000. The bond has a maturity of 25 years and pays coupons of 5.5% per annum. If the bond's required rate of return is 8.0% per annum nominal, and coupons are received semi-annually, what is the current market price of the bond?

Respuesta :

The current market price of the bond is $731.47

What is the market price of a bond?

The market price of a bond is the present of its future cash flows discounted at its semiannual required rate of return which is the appropriate discount rate in this case.

The market price can be ascertained using a financial calculator that requires that the calculator be set to its end mode since coupons are paid at the end of each semiannual period

N=50(number of semiannual periods in  25 years)

I/Y=4.0(semiannual yield =8.0%/2)

PMT=27.50(semiannual coupon=5.5%*1000/2=27.50)

FV=1000(bond's  face value is $1000)

CPT(press compute)

PV=$731.47

The market price of a bond is the present of its future cash flows discounted at its semiannual required rate of return which is the appropriate semiannual discount rate of 4.0% is $731.47

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