Astrid makes an investment with a zero net present value. She pays $700 today, and receives $400 one year from today, no money two years from today, and _____ three years from today. There are no other cash flows, and her effective annual interest rate is 8%.
Select one:
a. $400
b. $385
c. $415
d. $370
e. $355
Let us assume cash flow received three years from today be C. | ||
The net present value of cash flows is given zero. | ||
NPV = Present Value of cash outflow + Present value of future cash inflows | ||
0 = -700 + [400*(1/1.08^1)]+ [0 * (1/1.08^2)]+[C*(1/1.08^30] | ||
0 = -700 + [400*0.92593]+ [0 * 0.85734]+[C*0.79383] | ||
0 = -700 + 370.37+ 0 + 0.79383C | ||
0 = -329.63 + 0.79383C | ||
329.63 = 0.79383C | ||
C = 415.24 | ||
Cash flows received three years from today = $415 | ||
The answer is Option c. | ||
Get Answers For Free
Most questions answered within 1 hours.