A zero-coupon bond pays €1 000 in 19 years and nothing before. The yield to maturity is 5% per year. Find the price P of the bond.
Bond pricing & yield worksheet with answers
A bond with a face value of €1 000 pays an annual coupon of 4% and matures in 7 years. The yield to maturity is 9%. Find the price P of the bond.
A bond with a face value of €1 000 pays an annual coupon of 4.5% and matures in 10 years. Its yield to maturity changes from 2.5% to 4.5%. By how much ΔP does the bond price change?
A bond with a face value of €1 000 matures in 15 years and pays annual coupons. It sells for €1 433 when the yield to maturity is 2.5%. Find the coupon rate c in percent.
A bond with a face value of €1 000 and an annual coupon of 6% matures in 10 years and sells for €930. Find its yield to maturity YTM in percent.
A bond with a face value of €1 000 and an annual coupon of 7% matures in 8 years and sells for €1 095. Find its yield to maturity YTM in percent.
Answer key
- 1. P = 395.7 €
- 2. P = 748.4 €
- 3. ΔP = −175 €
- 4. c = 5.997 %
- 5. YTM = 6.996 %
- 6. YTM = 5.5 %
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