present value of ordinary annuity = A*[1-(1+r)^(-n)]/r
here,
A = 400
r =14% per annum =>14%*3/12 =>3.5% per quarter (since quarterly compounding is given).=>0.035
n = 25 years*4 quarters.
=>100.
value of ordinary annuity = 400*[1-(1.035)^(-100)]/0.035
=>400* [0.9679399/0.035]
=>400*27.6554257
=>$11,062.17.
Find the present value of the ordinary annuity. (Round your answer to the nearest cent.)
Amount of Deposit m | Frequency n | Rate r | Time t |
$500 | annually | 3% | 15 yr |
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