A bond with a face value of €1 000 pays an annual coupon of 5% and trades at €870. Find its current yield CY in percent.
Bond pricing & yield worksheet with answers
A bond with a face value of €1 000 pays an annual coupon of 5% and matures in 4 years. The yield to maturity is 8%. Find the price P of the bond.
A bond with a face value of €1 000 pays an annual coupon of 6% and matures in 14 years. Its yield to maturity changes from 4% to 5.5%. By how much ΔP does the bond price change?
A bond with a face value of €1 000 pays a 4% annual coupon in two half-yearly payments and matures in 6 years. The yield to maturity is 7% per year. Find the price P of the bond.
A bond trades at €1 060 with a yield to maturity of 5% (annual compounding) and a Macaulay duration of 6.3 years. Use the modified duration to estimate the new price P if the yield rises by 100 basis points.
A bond with a face value of €1 000 pays an annual coupon of 8% and matures in 4 years. The yield to maturity is 9%. Find the Macaulay duration D in years.
Answer key
- 1. CY = 5.747 %
- 2. P = 900.6 €
- 3. ΔP = −163.3 €
- 4. P = 855 €
- 5. P = 996.4 €
- 6. D = 3.569 years
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