PVIFA for n=4 and i=12.5% = [1-(1+0.1225)^-4]/0.1225 = 3.02143
PV of Coupon payments = 65*3.02143 = $196.39
Annuity factor of n=4 and i=12.5% = 0.62988
PV of Maturity value = $1,000 * 0.62988 = $629.88
So, the bond price we will be willing to pay = $629.88 + $196.39 = $826.27
CSePub Home Book StoreInstructors Independent AuthorsAbos Dagpurd Incorporated has a bond tradrg onte secondary maket hal...
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Dawgpound Incorporated has a bond trading on the secondary market that will mature in four years. The bond pays an annual coupon with a coupon rate of 5.00% and has a face value of $1,000.00. Based on the economy and risk associated with Dawgpound, you seek a 10.50% return on Dawgpound debt. What price are you willing to pay for the bond? Submit Answer format: Currency: Round to: 2 decimal places. An investor looks at today's yield to maturities...