| Solution: | ||||
| Answer is 3rd option The YTM is 6.86% | ||||
| Working Notes: | ||||
| As the bond is paying coupon semi annually , its Ytm can be calculated by Excel or financial calculator | ||||
| First we get the semi annual YTM | ||||
| No. of period = years to maturity x no. of coupon in a year = 20 x 2 =nper = N = 40 | ||||
| Face value of bond = FV= $1000 | ||||
| Price of the bond = PV = 1209.99 | ||||
| Semi-annual Coupon amount = PMT = coupon rate x face value/2 = 8.80% x $1000 /2= 44 | ||||
| For calculation YTM by excel | ||||
| type above data in below format | ||||
| =RATE(N,pmt,PV,FV) | ||||
| =RATE(40,44,-1209.99,1000) | ||||
| 3.4276765% | ||||
| =3.4276765% | ||||
| 6.85535% | ||||
| The YTM calculated is semi annual | ||||
| YTM annual = Semi annual YTM x 2 | ||||
| YTM annual = 3.4276765% x 2 | ||||
| YTM annual = 6.85535% | ||||
| YTM annual bond =6.86% | ||||
| Hence | The YTM is 6.86% | |||
| Please feel free to ask if anything about above solution in comment section of the question. | ||||
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