In: Finance
What is the future value in 18 years of an ordinary annuity cash flow of $2,802 every quarter of a year at the end of the period, at an annual interest rate of 11.84 percent per year, compounded quarterly
| A/c balance after 18 years | P×[(1+r)^n-1]÷r | |
| Here, | ||
| A | Interest rate per annum | 11.84% | 
| B | Number of years | 18 | 
| C | Number of payments per per annum | 4 | 
| A÷C | Interest rate per period ( r) | 2.96% | 
| B×C | Number of periods (n) | 72 | 
| Payment per period (P) | $ 2,802 | |
| A/c balance after 18 years | $ 678,571.69 | |
| 2802×((1+2.96%)^72-1)÷2.96% |