Your uncle deposited $5,000 into an account for you when you were born, $5,000 more when you turned six, and $5,000 more when you turned twelve. How much will be in the account on your 21st birthday if interest rates are 6%?
Ans $ 37428.00
FV = | Future Value |
PV = | Present Value |
r = | rate of interest |
n= | no of period |
a) Value of amount Deposited at birth the end of 21 years | |
FV = | PV (1 + r )^n |
FV = | 5000*(1+6%)^21 |
FV = | 16997.82 |
b) Value of amount Deposited at age 6 at the end of 21 years | |
FV = | PV (1 + r )^n |
FV = | 5000*(1+6%)^15 |
FV = | 11982.79 |
c) Value of amount Deposited at age 12 at the end of 21 years | |
FV = | PV (1 + r )^n |
FV = | 5000*(1+6%)^9 |
FV = | 8447.39 |
Total Future Value = | 16997.82 + 11982.79 + 8447.39 |
37428.00 |
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