Three years ago you purchased a 12% coupon bond that pays semiannual coupon payments for $971. What would be your bond equivalent yield if you sold the bond for current market price of $1043? Your bond equivalent yield, if you sold the bond for current market price, is nothing%. (Round to two decimal places.)
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Answer:
Purchase Price = $971
Selling Price = $1,043
Par Value = $1,000
Annual Coupon Rate = 12%
Semi-annual Coupon Rate = 6%
Semi-annual Coupon = $1,000 * 6% = $60
Holding Period = 3 years
Semi-Annual Period = 6
Let Semi-annual Return be i%
$981 = $45 * PVIFA(i%, 6) + $1,060 * PVIF(i%, 6)
Using financial calculator:
N = 6
PV = -971
PMT = 60
FV = 1043
I = 7.21
Semi-annual Return = 7.21%
Annual Return = 2 * 7.21%
Annual Return = 14.42%
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