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Part II<br />

Working with Formulas and Functions<br />

Calculating a loan with irregular payments<br />

So far, the loan calculation examples in this chapter have involved loans with regular periodic payments. In<br />

some cases, loan payback is irregular. For example, you may loan some money to a friend without a formal<br />

agreements as to how he will pay the money back. You still collect interest on the loan, so you need a way<br />

to perform the calculations based on the actual payment dates.<br />

Figure 16.9 shows a worksheet set up to keep track of such a loan. The annual interest rate for the loan is<br />

stored in cell B1 (named APR). The original loan amount and loan date are stored in row 5. Formulas,<br />

beginning in row 6, track the irregular loan payments and perform calculations.<br />

FIGURE 16.9<br />

This worksheet tracks loan payments that are made on an irregular basis.<br />

Column B stores the payment amount made on the date in column C. Notice that the payments are not<br />

made on a regular basis. Also, notice that in two cases (row 11 and row 24), the payment amount is negative.<br />

These entries represent additional borrowed money added to the loan balance. Formulas in columns D<br />

and E calculate the amount of the payment credited toward interest and principal. Columns F and G keep a<br />

running tally of the cumulative payments and interest amounts. Formulas in column H compute the new<br />

loan balance after each payment. Table 16.3 lists and describes the formulas in row 6. Note that each formula<br />

uses an IF function to determine whether the payment date in column C is missing. If so, the formula<br />

returns an empty string, so no data appears in the cell.<br />

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