A person invests$1000 per year in a fund, for 10 years, and then stops makingpayments. If money is worth 8% per year, what is the value in the fund at the end of 20years
Value of investment at the end of 20 years is $ 31,275.40
Step-1:Calculation of future value of investments in 10 years | ||||||||
Future Value | = | Annual investments | * | Future value of annuity of 1 | ||||
= | $ 1,000 | * | 14.48656 | |||||
= | $ 14,486.56 | |||||||
Working: | ||||||||
Future value of annuity of 1 | = | (((1+i)^n)-1)/i | Where, | |||||
= | (((1+0.08)^10)-1)/0.08 | i | 8% | |||||
= | 14.4865625 | n | 10 | |||||
Step-2:Calculation of investments in 20 years | ||||||||
Future value | = | Investment value in 10 years | * | Future value of 1 | ||||
= | $ 14,486.56 | * | 2.158925 | |||||
= | $ 31,275.40 | |||||||
Working: | ||||||||
Future value of 1 | = | (1+i)^n | Where, | |||||
= | (1+0.08)^10 | i | 8% | |||||
= | 2.158925 | n | 10 | |||||
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