3.Ngata Corp. issued 12-year bonds 2 years ago at a coupon rate of 9.2 percent. The bonds make semiannual payments. If these bonds currently sell for 104 percent of par value, what is the YTM?
YTM =[Coupon + (F- P)/n ] /(F+P/2) | |||||
Let say Bond Face Value is $1000 | |||||
Coupon payment for Semi annual =$1000*9.2% *1/2 =$46 | |||||
Price of the Bond Currently =$1000 *104% =$1040 | |||||
Face value =F =$1000 | |||||
Price =P=$1040 | |||||
n= no of periods =10 years *2 =20 periods | |||||
YTM = [$46 + ($1000 -$1040)/20 ] /[(1000+1040)/2] | |||||
YTM =$46 -$2 /$1020 =$44/$1020 =0.04314=4.314% | |||||
YTM for semi annual period =4.314% | |||||
YTM for annual = Semi annual YTM *2 =4.314*2 =8.628% | |||||
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