| Present value = Annual saving * PVAIF for 8.5% and 8 years | |||
| = $73000*5.639183 | |||
| $ 4,11,660.36 | |||
| Alternatively it can be solved as below | |||
| c= Cash Flow | 73000 | ||
| i= Interest Rate | 8.5000% | ||
| n= Number Of Periods | 8 | ||
| Present Value Of An Annuity | |||
| = C*[1-(1+i)^-n]/i] | |||
| Where, | |||
| C= Cash Flow per period | |||
| i = interest rate per period | |||
| n=number of period | |||
| = $73000[ 1-(1+0.085)^-8 /0.085] | |||
| = $73000[ 1-(1.085)^-8 /0.085] | |||
| = $73000[ (0.4793) ] /0.085 | |||
| = $4,11,660.36 | |||
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