Future value of an annuity = C*[((1+r)^t-1)/r] | |||
where C is the annuity payment that is 5000. | |||
r is the interest rate that is 10%. | |||
t is the time period in years. | |||
Future value of the annuity | 5000*[((1.10)^4-1)/.10] | ||
Future value of the annuity | 5000*[(1.4641-1)/.10] | ||
Future value of the annuity | 5000*[(.4641)/.10] | ||
Future value of the annuity | 5000*[4.641] | ||
Future value of the annuity | 23205 | ||
The future value of the annuity is $23205. |
11. What is the future value of $5.000 per year annuity at a discount rate of...
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