PV=FV/(1+i)nPV=FV/(1+i)^nPV=FV/(1+i)n
i-discount rate
n-year
PV-present value
FV-future value
PV=3100(1+0.09)5+31001.096+31001.097+31001.098+31001.099+31001.0910+31001.0911+31001.0912+31001.0913+31001.0914+31001.0915=14,945PV=\frac{3100}{(1+0.09)^5}+\frac{3100}{1.09^6}+\frac{3100}{1.09^7}+\frac{3100}{1.09 ^8}+\frac{3100}{1.09^9}+\frac{3100}{1.09^{10}}+\frac{3100}{1.09^{11}}+\frac{3100}{1.09^{12}}+\frac{3100}{1.09^{13}}+\frac{3100}{1.09^{14}}+\frac{3100}{1.09^{15}}=14,945PV=(1+0.09)53100+1.0963100+1.0973100+1.0983100+1.0993100+1.09103100+1.09113100+1.09123100+1.09133100+1.09143100+1.09153100=14,945
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