To use the RATE() function in Microsoft Excel when the payment per period
is not known, you must enter the number of compounding periods, the
present value as a negative number, and the future value.
For example, an initial investment of $1,000, that has grown to $2,000
when compounded quarterly over six years would return 2.93% per quarter
when entered as follows:
=RATE(24,,-1000,2000)
To determine the annualized interest rate for an investment, use the
following formula
=((FV/PV)^(1/N)^M)-1
where FV is the future value of an investment, PV is the initial
investment, N is the total number of compounding periods, and M is the
number of compounding periods per year.
The following formula, when used with the numbers from the previous
example, will return 12.2462% per year:
=((2000/1000)^(1/24)^4)-1
Creating a Visual Basic Function
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To create this function in Microsoft Visual Basic for Applications, follow these steps:
- Start Microsoft Excel and press ALT+F11 to start the Visual Basic Editor.
- On the Insert menu, click Module.
- In the module sheet, type the following function:
Function Yearly_Rate(FV, PV, N, M) As Double 'Defines variables.
Yearly_Rate = ((FV / PV) ^ (1 / N)^M) - 1 'Performs computation.
End Function 'Ends function.
- Press ALT+Q to return to Excel.
Using the Function
To use the custom function, follow these steps:
- Type the following values in a worksheet:
A1: 20000
A2: 10000
A3: 72
A4: 12
- In any blank cell, type the following formula:
=Yearly_Rate(A1,A2,A3,A4)
The annual interest rate is returned as .122462 (12.2462%).