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Creating Formulas for Financial Applications 16<br />

TABLE 16.1<br />

Financial Function Arguments<br />

Function Argument<br />

rate<br />

nper<br />

per<br />

pmt<br />

fb<br />

type<br />

Description<br />

The interest rate per period. If the rate is expressed as an annual interest rate, you must divide it<br />

by the number of periods.<br />

The total number of payment periods.<br />

A particular period. The period must be less than or equal to nper.<br />

The payment made each period (a constant value that does not change).<br />

The future value after the last payment is made. If you omit fv, it is assumed to be 0. (The future<br />

value of a loan, for example, is 0.)<br />

Indicates when payments are due — either 0 (due at the end of the period) or 1 (due at the<br />

beginning of the period). If you omit type, it is assumed to be 0.<br />

The PMT function<br />

The PMT function returns the loan payment (principal plus interest) per period, assuming constant payment<br />

amounts and a fixed interest rate. The syntax for the PMT function is<br />

PMT(rate,nper,pv,fv,type)<br />

The following formula returns the monthly payment amount for a $5,000 loan with a 6 percent annual percentage<br />

rate. The loan has a term of four years (48 months).<br />

=PMT(.06/12,48,-5000)<br />

This formula returns $117.43, the monthly payment for the loan. Notice that the third argument (pv, for<br />

present value) is negative and represents money owed.<br />

The PPMT function<br />

The PPMT function returns the principal part of a loan payment for a given period, assuming constant payment<br />

amounts and a fixed interest rate. The syntax for the PPMT function is<br />

PPMT(rate,per,nper,pv,fv,type)<br />

The following formula returns the amount paid to principal for the first month of a $5,000 loan with a 6<br />

percent annual percentage rate. The loan has a term of four years (48 months).<br />

=PPMT(.06/12,1,48,-5000)<br />

The formula returns $92.43 for the principal, which is about 78.7 percent of the total loan payment. If I<br />

change the second argument to 48 (to calculate the principal amount for the last payment), the formula<br />

returns $116.84, or about 99.5 percent of the total loan payment.<br />

To calculate the cumulative principal paid between any two payment periods, use the<br />

NOTE<br />

CUMPRINC function. This function uses two additional arguments: start_period and<br />

end_period. In Excel versions prior to Excel 2007, the CUMPRINC is available only when you install the<br />

Analysis ToolPak add-in.<br />

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