I) PVOA is present value of an annuity
"=Payment \u00d7\\frac{1 - (1+r) ^{-n}} {r}"
="1,000\u00d7\\frac{1 - (1+0.01) ^{-240}} {0.01}"
PVOA =$90,819.42
ii) FVOA is the future value of the Annuity
"=Payment \u00d7\\frac{(1+r) ^{n}-1} {r}"
="Payment \u00d7\\frac{(1+0.01) ^{240}-1} {0.01}"
FVOA=$989,255.37
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