In: Finance
(Bond valuation) Five years ago XYZ International issued some 30-year zero-coupon bonds that were priced with a market's required yield to maturity of 8 percent and a par value of $1 comma 000. What did these bonds sell for when they were issued? Now that 5 years have passed and the market's required yield to maturity on these bonds has climbed to 10 percent, what are they selling for? If the market's required yield to maturity had fallen to 6 percent, what would they have been selling for?
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What did these bonds sell for when they were issued | ||||||||
we have to use financial calculator to solve this problem | ||||||||
Put in calculator | ||||||||
FV | 1000 | |||||||
PMT | 0 | |||||||
I | 8% | |||||||
N | 30 | |||||||
Compute PV | ($99.38) | |||||||
therefore bond price = | $99.38 | |||||||
Now that 5 years have passed and the market's required yield to maturity on these bonds has climbed to 10 percent, what are they selling for | ||||||||
we have to use financial calculator to solve this problem | ||||||||
Put in calculator | ||||||||
FV | 1000 | |||||||
PMT | 0 | |||||||
I | 10% | |||||||
N | =30-5 | 25 | ||||||
Compute PV | ($92.30) | |||||||
therefore bond price = | $92.30 | |||||||
If the market's required yield to maturity had fallen to 6 percent, what would they have been selling for | ||||||||
we have to use financial calculator to solve this problem | ||||||||
Put in calculator | ||||||||
FV | 1000 | |||||||
PMT | 0 | |||||||
I | 6% | |||||||
N | =30-5 | 25 | ||||||
Compute PV | ($233.00) | |||||||
therefore bond price = | $233.00 |