Answer:
The correct option is c. F= 250(F/A, 1%, 120).
Explanation:
Since she gets paid on the last day of every month, implies we are to the determine the future value (F) of an ordinary annuity. Therefore, the original expression for the future value (F) of an ordinary annuity is as follows:
F= A(F/A, i, n) …………………. (1)
Where:
F = Future value
A = Periodic or monthly amount = $250
F/A = Convert A to F
i = monthly interest rate = 1%
n = number of months = Number of years * number of months in a year = 10 * 12 = 120
Substituting the values into equation (1) except F/A, we have:
F= 250(F/A, 1%, 120) …………………… (1)
Therefore, the correct option is c. F= 250(F/A, 1%, 120).
<u>Note:</u>
Note that inputting equation into a scientific calculator will give the following future value (F):
F = $57,509.67