(Compounding
using a
calculator)
Lisa Simpson wants to have
$1.7
million in
35
years by making equal annual end-of-the-year deposits into a tax-deferred account paying
6.75
percent annually. What must Lisa's annual deposit be?
The amount of Lisa's annual deposit must be
$nothing .
(Round to the nearest cent.)
Annual end of year deposit | = | Future Value of cash flows / Future Value of annuity of 1 | ||||||||||
= | $ 17,00,000 | / | 130.923 | |||||||||
= | $ 12,984.73 | |||||||||||
Working; | ||||||||||||
Future Value of annuity of 1 | = | (((1+i)^n)-1)/i | Where, | |||||||||
= | (((1+0.0675)^35)-1)/0.0675 | i | 6.75% | |||||||||
= | 130.9229675 | n | 35 | |||||||||
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