1. Solve for future value for each of the following.
Present Value $ |
Years |
Interest Rate % |
Future Value $ |
460 |
12 |
2.5 |
|
12,750 |
3 |
1.25 |
|
143,000 |
7.5 |
2.8 |
|
189,002 |
26 |
4.5 |
We can determine the fuuture value using the concept of time
value of money. As per the concept of time value of money, the
value of money available today is more compared to the same sum in
some future time.
The formula used is:
Future value=Present value*(1+Interest rate)^(Number of years)
Future value=460*(1+2.5%)^(12)
=460*1.344888824
=$618.64886
Future value=12750*(1+1.25%)^(3)
=12750*1.037970703
=$13234.1265
Future value=143000*(1+2.8%)^(7.5)
=143000*1.230122494
=$175907.5166
Future value=189002*(1+4.5%)^(26)
=189002*3.140679007
=$593594.6137
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