Calculate the present value as of 1 January 2019 of a series of payments of $100 payable on the first day of each month during 2020, 2021 and 2022, assuming an effective rate of interest of 8% per annum. Calculate in Annuities due
Present Value Of Annuity | |
c= Cash Flow | 100 |
i= Interest Rate | 0.6667% |
n= Number Of Periods | 36 |
Present Value Of An Annuity | |
= C*[1-(1+i)^-n]/i] *(1+i) | |
Where, | |
C= Cash Flow per period | |
i = interest rate per period | |
n=number of period | |
= $100[ 1-(1+0.00666667)^-36 /0.00666667] *(1+0.08) | |
= $100[ 1-(1.00666667)^-36 /0.00666667]*1.08 | |
= $100[ (0.2127) ] /0.00666667*1.08 | |
= $3,191.18*1.08 | |
=$3212.44 | |
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