Severson has an annuity due that pays $400 per year for 20 years. What is the value of the cash flows 20 years from today if they are placed in an account that earns 7.50%? Note: You are asked to find the FV one year after the last cash flow is realized.
Answer options:
9,675.00
$9,000.00
$16,846.35
$18,621.01
Ans :
Option D
Future value of cash flow = $ 400 * present value annuity factor ( 7.5% , 20 years)
= $ 400 * 46.55253 ( annuity factor is given below)
= $ 18,621.01
Note 1:
1.075 | 1.075 |
(1.075)^2 | 1.155625 |
(1.075)^3 | 1.242297 |
(1.075)^4 | 1.335469 |
(1.075)^5 | 1.435629 |
(1.075)^6 | 1.543302 |
(1.075)^7 | 1.659049 |
(1.075)^8 | 1.783478 |
(1.075)^9 | 1.917239 |
(1.075)^10 | 2.061032 |
(1.075)^11 | 2.215609 |
(1.075)^12 | 2.38178 |
(1.075)^13 | 2.560413 |
(1.075)^14 | 2.752444 |
(1.075)^15 | 2.958877 |
(1.075)^16 | 3.180793 |
(1.075)^17 | 3.419353 |
(1.075)^18 | 3.675804 |
(1.075)^19 | 3.951489 |
(1.075)^20 | 4.247851 |
Total = 46.55253
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