A zero-coupon bond with a face value of €1 000 matures in 12 years and costs €544 today. Find its yield to maturity YTM in percent.
Bond pricing & yield worksheet with answers
A bond with a face value of €1 000 pays an annual coupon of 6% and matures in 3 years. The yield to maturity is 4%. Find the price P of the bond.
A bond with a face value of €1 000 pays an 8% annual coupon in two half-yearly payments and matures in 9 years. The yield to maturity is 3.5% per year. Find the price P of the bond.
A bond with a face value of €1 000 pays an annual coupon of 8% and matures in 9 years. Its yield to maturity changes from 9% to 8%. By how much ΔP does the bond price change?
A bond with a face value of €1 000 and an annual coupon of 3% matures in 7 years and sells for €885. Find its yield to maturity YTM in percent.
A bond with a face value of €1 000 pays an annual coupon of 4% and matures in 6 years. The yield to maturity is 6%. Find the Macaulay duration D in years.
Answer key
- 1. YTM = 5.204 %
- 2. P = 1056 €
- 3. P = 1345 €
- 4. ΔP = 59.95 €
- 5. YTM = 4.986 %
- 6. D = 5.418 years
Full step-by-step solutions: practise this topic on examproblems.com.