Using caclulator TVM functions:
The inputs shall be:
| N | 15 |
| I/Y | 11% |
| FV | 1,000.00 |
| PMT | 140 |
CPT PV= $1,215.73
At 12 years:
| N | 12 |
| I/Y | 11% |
| FV | 1,000.00 |
| PMT | 140 |
| CPT PV | $ 1,194.77 |
At 9 years:
| N | 9 |
| I/Y | 11% |
| FV | 1,000.00 |
| PMT | 140 |
| CPT PV | $ 1,166.11 |
At 6 years:
| N | 6 |
| I/Y | 11% |
| FV | 1,000.00 |
| PMT | 140 |
| CPT PV | $ 1,126.92 |
At 1 year:
| N | 1 |
| I/Y | 11% |
| FV | 1,000.00 |
| PMT | 140 |
| CPT PV | $ 1,027.03 |
A bond which has coupon rate higher than the yield shall be sold at premium . However as it approaches maturity, the price would decrease to par value. In the graph we can see that as the time to maturity decreases graph moves towards $1,000
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