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Find the yield to maturity of a zero coupon bond with 1,000 par that matures in 7 years and is currently selling for $550
Find the yield to maturity of a zero coupon bond with 1,000 par that matures in 7 years and is currently selling for $550. (Hint: the conventional method of pricing zero-coupon bonds is to use semi-annual compounding to find the YTM)
Expert Solution
| Current selling price=PV of the cash flows of the bond , ie. Face value at end of 7 yrs, ie. 7*2=14 semi-annual periods, |
| at semi-annual compounding rate of interest, r |
| ie. 550=1000/(1+r)^14 |
| solving for r, we get the semi-annual r as |
| (1+r)^14=1000/550 |
| 1+r=(1000/550)^(1/14) |
| r=(1000/550)^(1/14)-1= |
| 0.043628 |
| Now, the annual r, ie. YTM = |
| (1+0.043628)^2-1= |
| 8.92% |
| (YTM) --Answer |
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