In: Finance
A bond has a $1,900 par value, 10 years to maturity, and 7% annual coupon and sells for $1,800.
Assume YTM remains constant for the next 3 years. What will be its price 3 years from now?
| a. |
7.78 & $5798.23 respectively |
|
| b. |
4.34 & $1826.15 respectively |
|
| c. |
7.78 & $1949.17 respectively |
|
| d. |
7.78 & $1822.36 respectively |
YTM is 7.78%
| Calculator | |
| Inputs: | |
| PV | (1,800) |
| PMT | 133 |
| FV | 1,900 |
| N | 10 |
| Output: | |
| I/Y = IRR= | 7.78% |
| Particulars | Cash flow | Discount factor | Discounted cash flow |
| present value Interest payments-Annuity (7.78%,7 periods) | $ 133.00 | 5.24580 | $ 697.69 |
| Present value of bond face amount -Present value (7.78%,7 periods) | $ 1,900.00 | 0.59190 | $ 1,124.61 |
| Bond price | $ 1,822.30 |
Answer is
|
7.78 & $1822.36 respectively |
please rate.