What is the present value of 53,908 received 13 years
from today assuming quarterly compounding and a discount rate of
2.7 percent?
Provide answer with 2 decimals
Present value = Future value / (1+r/n)^(t*n) | |
Here, r = 2.7% | |
n = Number of compounding in a month = 4 | |
t = Number of years = 13 | |
Present value = Future value / (1+r/n)^(t*n) = 53908 / (1+2.7%/4)^(13*4) | 37995.14 |
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