solution a:
Computation of bond price | |||
Table values are based on: | |||
n= | 10 | ||
i= | 4.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.67556 | $1,000.00 | $676 |
Interest (Annuity) | 8.11090 | $50.00 | $406 |
Price of bonds | $1,081 |
Computation of bond price | |||
Table values are based on: | |||
n= | 20 | ||
i= | 4.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.45639 | $1,000.00 | $456 |
Interest (Annuity) | 13.59033 | $50.00 | $680 |
Price of bonds | $1,136 |
Computation of bond price | |||
Table values are based on: | |||
n= | 30 | ||
i= | 4.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.30832 | $1,000.00 | $308 |
Interest (Annuity) | 17.29203 | $50.00 | $865 |
Price of bonds | $1,173 |
Computation of bond price | |||
Table values are based on: | |||
n= | 40 | ||
i= | 4.00% | ||
Cash flow | Table Value | Amount | Present Value |
Par (Maturity) Value | 0.20829 | $1,000.00 | $208 |
Interest (Annuity) | 19.79277 | $50.00 | $990 |
Price of bonds | $1,198 |
Solution b:
Price of bonds increases as maturity of bond increases in case yield to maturity is lesser than coupon rate.
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