Find the future value of the following ordinary annuity.
Periodic Payment |
Payment Interval |
Term |
Interest Rate |
Conversion Period |
$1775 |
6 months |
1313 years |
9 % |
quarterly |
Periodic Payment = $ 1773, Payment Interval = 6 months, Tenure = 13 years or (13 x 2) = 26 half-years, Interest Rate = 9%, Compounding Frequency (Conversion Period) = Quarterly,
Applicable Quarterly Rate = 9/4 = 2.25 %
Equivalent Semi-Annual Rate = (1.0225)^(2) - 1 = 0.04551 or 4.551 %
Total Future Value of Periodic Payments = 1773 x (1.04551)^(25) + 1773 x (1.04551)^(24) +..........+ 1773 = 1773 x [{(1.04551)^(26) - 1}/{(1.04551)-1}] = $ 84955.10886 ~ $ 84955.11
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