Ans : Option C, 10%
Future value = Present value * Present value annuity factor (X%,6 year)
250000 = 57400 * Present value annuity factor (X%,6 year)
Present value annuity factor (X%,6 year) = $ 250,000 / $ 57,400
= 4.355401.
From the below table, at 10,% , present value annuity factor matches, it is 10% interest rate.
Years | 1/(1+r)^n | Present value factor | 1/(1+r)^n | Present value factor | 1/(1+r)^n | Present value factor | 1/(1+r)^n | Present value factor |
1 | 1/(1+10%) | 0.909090909 | 1/(1+8%) | 0.925925926 | 1/(1+9%) | 0.917431193 | 1/(1+11%) | 0.900900901 |
2 | 1/(1+10%)^2 | 0.826446281 | 1/(1+8%)^2 | 0.85733882 | 1/(1+9%)^2 | 0.841679993 | 1/(1+11%)^2 | 0.811622433 |
3 | 1/(1+10%)^3 | 0.751314801 | 1/(1+8%)^3 | 0.793832241 | 1/(1+9%)^3 | 0.77218348 | 1/(1+11%)^3 | 0.731191381 |
4 | 1/(1+10%)^4 | 0.683013455 | 1/(1+8%)^4 | 0.735029853 | 1/(1+9%)^4 | 0.708425211 | 1/(1+11%)^4 | 0.658730974 |
5 | 1/(1+10%)^5 | 0.620921323 | 1/(1+8%)^5 | 0.680583197 | 1/(1+9%)^5 | 0.649931386 | 1/(1+11%)^5 | 0.593451328 |
6 | 1/(1+10%)^6 | 0.56447393 | 1/(1+8%)^6 | 0.630169627 | 1/(1+9%)^6 | 0.596267327 | 1/(1+11%)^6 | 0.534640836 |
4.355260699 | 4.622879664 | 4.48591859 | 4.230537854 |
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