In: Finance
If you invest $8,717.24 at the end of every month for the next 8 years, what will be you account balance immediately after the last payment is deposited? The interest rate you will earn on the account is 15.75%
| Future Value of an Ordinary Annuity | |
| = C*[(1+i)^n-1]/i | |
| Where, | |
| C= Cash Flow per period | |
| i = interest rate per period =15.75%/12 =1.3125% | |
| n=number of period =12*8 =96 | |
| = $8717.24[ (1+0.013125)^96 -1] /0.013125 | |
| = $8717.24[ (1.013125)^96 -1] /0.013125 | |
| = $8717.24[ (3.4966 -1] /0.013125] | |
| = $16,58,195.96 |