You plan to buy your "dream car" when you graduate in 12
months.
The cost of the car at that time will be $59,000 .
How much do you have to invest each month, starting next month, for
29 months to exactly pay for the car if your investments earn 5.00%
APR (compounded monthly)?
Calculate your answer to the nearest dollar.
Write only the number with no dollar sign or comma (e.g., 3711)
Ans 1918
P = | Periodic payments |
r = | rate of interest |
n = | no of years |
Future Value of Annuity = | P ( (1 + r)n - 1 ) / r |
59000 = | P* ((1 + 5%/12)^29 - 1) / (5%/12) |
59000 = | 30.7568586641773 * P |
P = | 59000 / 30.7568586641773 |
P = | 1918 |
You plan to buy your "dream car" when you graduate in 12 months. The cost of the car at that time will be $59,000 . How...
You plan to buy your "dream car" when you graduate in 12 months. The cost of the car at that time will be $59,000 . How much do you have to invest each month, starting next month, for 29 months to exactly pay for the car if your investments earn 5.00% APR (compounded monthly)? Calculate your answer to the nearest dollar. Write only the number with no dollar sign or comma (e.g., 3711)
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You plan to buy your "dream car" when you graduate in 12 months. The cost of the car at that time will be $59,000 . How much do you have to invest each month, starting next month, for 29 months to exactly pay for the car if your investments earn 5.00% APR (compounded monthly)? Calculate your answer to the nearest dollar.
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