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514 CHAPTER 10 MULTIPLE REGRESSION AND CORRELATION<br />

Controlling for:<br />

X1<br />

X2<br />

Y<br />

X2 1.0000 .5412<br />

( 0) ( 26)<br />

P= . P= .003<br />

Y .5412 1.0000<br />

( 26) ( 0)<br />

P= .003 P= .<br />

Controlling for: X2<br />

Y<br />

X1<br />

Y 1.0000 .1024<br />

( 0) ( 26)<br />

P= . P= .604<br />

X1 .1024 1.0000<br />

( 26) ( 0)<br />

P= .604 P= .<br />

Controlling for: Y<br />

X1<br />

X2<br />

X1 1.0000 -.1225<br />

( 0) ( 26)<br />

P= . P= .535<br />

X2 -.1225 1.0000<br />

( 26) ( 0)<br />

P= .535 P= .<br />

(Coefficient / (D.F.) / 2-tailed Significance)<br />

“.” is printed if a coefficient cannot be computed<br />

FIGURE 10.6.4 Partial coefficients obtained with SPSS for Windows, Example 10.6.2.

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