In: Finance
What is the price of a bond (to the nearest cent) with 16 years to maturity, 7.9% coupon rate, semiannual payments, par of $1000, and the yield to maturity of 6.3%?
Semi annual required yield = 6.3%/2 = 3.15%
Number of semi annual periods = 16*2 = 32
Bond price is equal to the present value of all future interest payments and the principal amount
= 1000*7.9%*1/2*PVAF(3.15%, 32 periods) + 1000*PVF(3.15%, 32 periods)
= 39.5*19.9788 +1000*0.3707
= $1,159.8626
Hence, the answer is $1,159.86