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Excel's Formula - sisman

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328<br />

Part III: Financial <strong>Formula</strong>s<br />

An essential requirement of the IRR function is that there must be both negative and positive<br />

income flows: To get a return, there must be an outlay, and there must be a payback. There is no<br />

essential requirement for the outlay to come first. For a loan analysis using IRR, the loan amount<br />

will be positive (and come first), and the repayments that follow will be negative.<br />

The IRR is a very powerful tool, and its uses extend beyond simply calculating the return from an<br />

investment. This function can be used in any situation in which you need to calculate a time- and<br />

data-weighted average return.<br />

The examples in this section are in a workbook named internal rate of return.<br />

xlsx, which is available on the companion CD-ROM.<br />

Rate of return<br />

This example sets up a basic IRR calculation (see Figure 12-12). An important consideration when<br />

calculating IRR is the payment frequency. If the cash flows are monthly, the IRR will be monthly.<br />

In general, you’ll want to convert the IRR to an annual rate. The example uses data validation in<br />

cell C3 to allow the user to select the type of flow (annual, monthly, daily, and so on), which displays<br />

in cell D3. That choice determines the appropriate interest conversion calculation; it also<br />

affects the labels in row 5, which contain formulas that reference the text in cell D3.<br />

Figure 12-12: The IRR returns the rate based on the cash flow frequency and should be converted into an<br />

annual rate.<br />

Cell D20 contains this formula:<br />

=IRR(D6:D18,–90%)

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