Suppose we have an annuity with 5 annual payments of
Rs.5000 each, starting at the beginning of the year, and the
interest rate is 10% per year. The future value of annuity is
Future value "=C\u00d7[ \n\\frac{(1+i) \\\\^n \u22121}{i} ]"
Where:
C=cash flow per period
i=interest rate
n=number of payments
"Future\\ Value=5000 \u00d7[ \n\\frac{(1.1) \\\\^5 \u22121}{0.1} ]"
Future value = 30525.5
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