A man wishes to have an amount of P2,769.84 after 5 years. He deposited P500 each year into a savings bank that pay “r” percent per annum compounded continuously. Compute the value of “r”.
This is an annuity
A=500
FV=2769.84
"2769.84=500(\\frac{(1+r)^5-1}{r})"
"5.53968=(\\frac{(1+r)^5-1}{r})"
"r^5-5.53968r=0"
"r(r^4-5.53968)=0"
r1=0
r2=1.53
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