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Using JMP - SAS

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442 Formula Functions Reference Appendix B<br />

Parametric Model Functions<br />

“Reference Columns and Table Variables” on page 206 in the “Formula Editor” chapter). Then use that<br />

variable as the left-hand argument of the assignment function.<br />

= (assign) Puts the value of b into a. For example (a=b).<br />

+= (add to) Adds the value of b to a and puts the result back into a. For example, a+=b.<br />

-= (subtract to) Subtracts the value of b and puts the result back into a. For example, a–=b.<br />

*= (multiply to) Multiplies b with a and puts the result back into a. For example, a*=b.<br />

/= (divide to) Divides b into a and puts the result back into a. For example, a/=b.<br />

++ (post increment) Adds one (1) to a, in place, so that a++. For example, if the initial value of a is 4, the<br />

expression a++ changes a to 5.<br />

-- (post decrement) Subtracts one (1) from a, in place, so that a– – . For example, if the initial value of a<br />

is 4, the expression a– – changes a to 3.<br />

Parametric Model Functions<br />

This category is a short cut to create three parametric models that are linear functions of set of<br />

window-selected columns.<br />

Linear Model, Interactions Model, Full Quadratic Model<br />

Selecting each of these opens a column selection box that lets you select one or more columns to be included<br />

in the model. The function then creates and populates the chosen model.<br />

Finance Functions<br />

Lets you create formulas to calculate principal payments, interest rate, rate of return, and so on.<br />

Double Declining Balance<br />

Returns the depreciation of an asset for a specified period of time. The function uses the double-declining<br />

balance method or some other depreciation factor.<br />

Future Value<br />

Returns the future value of an investment that is based on periodic, constant payments and a constant<br />

interest rate.<br />

Interest Payment<br />

Returns the interest payment for a given period for an investment that is based on periodic, constant<br />

payments and a constant interest rate.

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