In: Finance
Jack and Jill need to save $7000 toward a new car. How long will it take them if they save $330 a month earning interest at 6.5% per year? (Treat as an ordinary annuity.) (State your answer in years rounded to the second decimal place, e.g., 12.34)
| Number of payments required to achieve future value | = | log [(FV × r/ PMT) +1] /log(1+r) | |
| Future value | FV | 7,000.00 | |
| Rate per period | r | ||
| Annual interest | 6.5% | ||
| Number of payments per year | 12 | ||
| Interest rate per period | 0.065/12= | ||
| Interest rate per period | 0.542% | ||
| Payment per period | PMT | $ 330.00 | |
| Number of payments | = | log [( 7000×0.00542/330) +1]/ long(1+ 0.00542) | |
| = | 20.13 | ||
| Years | 1.68 |
Answer is:
1.68
please rate.