You need to have $24,756 available at the end of 8 years. How much to do you have invest each year, starting at the end of this year, for 8 years to achieve this goal? 11% rate (Enter your answer as a positive number rounded to 2 decimal places.)
Future Value of ordinary annuity | = | Annuity * Future Value of annuity of $ 1 | |||||
or, | $ 24,756 | = | Annuity*11.8594 | ||||
or, | Annuity | = | $ 24,756 | / | 11.8594 | ||
or, | Annuity | = | $ 2,087.45 | ||||
Working: | |||||||
Future Value of annuity of $ 1 | = | (((1+i)^n)-1)/i | Where, | ||||
= | (((1+0.11)^8)-1)/0.11 | i | 11% | ||||
= | 11.8594 | n | 8 | ||||
Thus, each year investment is | $2,087.45 | ||||||
Future Value of anuity of $ 2,087.45 would become amount equivalent to $ 24,756 in 8 years. | |||||||
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