You deposit $65,000 in the bank today. What amount should you deposit in year 8, if you wish to accumulate $400,000 in year 20 if the interest rate is 6%?
Amount should be deposited in 8 years is $ 95,187.62
Step-1:Calculation of value of $ 65,000 in 20 years | ||||
Future value | = | P0 | * | (1+i)^n |
= | $ 65,000.00 | * | (1+0.06)^20 | |
= | $ 65,000.00 | * | 3.207135472 | |
= | $ 2,08,463.81 | |||
Where, | ||||
P0 | = | $ 65,000.00 | ||
i | = | 6% | ||
n | = | 20 | ||
Step-2:Calculation of remainig amount in 20 years | ||||
Tota required amount | $ 4,00,000.00 | |||
Future value of above investment | $ 2,08,463.81 | |||
Balance required future value | $ 1,91,536.19 | |||
Step-3:Calculation of required deposit in 8 years | ||||
Required deposit in 8 years | = | FV | * | (1+i)^-n |
= | $ 1,91,536.19 | * | (1+0.06)^-12 | |
= | $ 1,91,536.19 | * | 0.496969364 | |
= | $ 95,187.62 | |||
Where, | ||||
FV | = | $ 1,91,536.19 | ||
i | = | 6% | ||
n | = | 20-8 | = | 12 |
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