Calculate the duration of a $2,000, 10% coupon bond with four years to maturity. Assume that all market interest rates are 6.7% for next four years.
Duration of the Bond
Year (1) |
Cash Flow (2) |
PVIF at 6.70% (3) |
Present Value (4) = (3)x (2) |
Weight (5) |
Duration (6) = (1) x (5) |
1 |
$200 |
0.93721 |
$187.44 |
0.08424 |
0.08 |
2 |
$200 |
0.87836 |
$175.67 |
0.07895 |
0.16 |
3 |
$200 |
0.82320 |
$164.64 |
0.07399 |
0.22 |
4 |
$2,200 |
0.77151 |
$1,697.32 |
0.76282 |
3.05 |
TOTAL |
$2,225.08 |
1.00000 |
3.52 Years |
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“Thus, the Duration of the Bond would be 3.52 Years”
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