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Excel problem with FV function.?

The problem is for a college fund for 15 yrs. a couple plans to make monthly payment deposits to a long-term savings account. The account pays 4.75% annual interest, compounded monthly. They want to know the FV of their investment and percentage of tuition saved for monthly payments from $275 to $875, in $50 increments.

Information provided:

Annual tuition=$45,000; Rate=4.25%/12; Nper=15*12; Pmt=$375; and percentage of Tuition saved=FV/Tuition for four yrs.

Top 3 Answers
vinnie33

Favorite Answer

In the FV formula;

=FV(0.0475/12,12*15,-325,0,0)

The monthly payment should be entered as a negative as the amount saved is an outflow.

Additionally, you should calculate the FV of the tuition with an inflation assumption for years 15,16,17 & 18. I would create a grid with your payments of $275-$875 in a column starting in A2.

Then I would list a range of inflation assumptions, say 3%-6% in 0.5% increments. in cells B1:H1

Enter your assumed rate of return in A1 4.75% and then enter this formula in cell B2 and copy down and right;

=FV($A$1/12,12*15,-$A2,0,0) /

( FV(B$1,15,0,-45000,0) +

FV(B$1,16,0,-45000,0) +

FV(B$1,17,0,-45000,0) +

FV(B$1,18,0,-45000,0) )

At monthly payment of $825 and 3% inflation they will achieve 74% of their inflation. Good Luck!

0

Steven H
The FV function in excel should handle this. The usage is

=fv(rate,number of payments, payments).

So, if the payment is $375, the function should be

=fv(.0425/12,15*12,375)

For some reason, Excel generates a negative result. As such, I would preface the function with the abs() function. This forces a positive result.

=abs(fv(.0425/12,15*12,275))

To compute the difference in options, I would have column A contain the range of different investment amounts and cell B1 look like =abs(fv(.0425/12,15*12,A1)).

Cell C1 would then be =B1/(45000*4).

This last part assumes that the price of tuition does not increase in 15 years. However, with a rate of 4.25%, you might have already accounted for this.

0

7 years ago
Donny
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