Find the value of X so that the two cash flows below are equivalent for an interest rate of 8.25%
i=8.25% per period
Present value of first cash flows :-
Year | Cash flows (a) | PVF @ 8.25% (b) | Present Value (a x b) |
2 | 300 | 0.85338 | 256.014 |
3 | 300 | 0.78834 | 236.502 |
4 | 300 | 0.72826 | 218.478 |
5 | 200 | 0.67276 | 134.552 |
6 | 300 | 0.62149 | 186.447 |
Present value | 1,032 |
Two cash flows are equivalent. Therefore :-
1,032 = (X x 0.85338) + (X x 0.72826) + (-400 x 0.67276) + (X x 0.62149)
1,032 = 2.20313X - 269.104
X = $590.57
Find the value of X so that the two cash flows below are equivalent for an interest rate of 8.25%
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