Cohen’s guidelines (which do not apply to all applications) are
that small, medium, and large values of r correspond to
A).46, .67, .84
B).10, .20, .30
C) .00, .50, 1.00
D) .10, .30, .50

Option D) .10, .30, .50 accurately represents Cohen's guidelines for interpreting the strength of a correlation coefficient.

Cohen's guidelines for interpreting the strength of a correlation coefficient, typically denoted as r, categorize small, medium, and large values based on the magnitude of the correlation. These guidelines help assess the strength and practical significance of the relationship between variables. Let's examine the options provided:

A) .46, .67, .84

B) .10, .20, .30

C) .00, .50, 1.00

D) .10, .30, .50

Among these options, the correct choice is D) .10, .30, .50.

According to Cohen's guidelines, small, medium, and large values of r correspond to approximately:

Small: r = 0.10

Medium: r = 0.30

Large: r = 0.50

Therefore, option D) .10, .30, .50 accurately represents Cohen's guidelines for interpreting the strength of a correlation coefficient.

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8. Consider the following regressions: + B3X3 + u Y=Bo + B1X₁ + B₂X₂ Y = 10 + 1X₁ + 72(X2X1)+73X3 Y=00 +0₁X₁ +0₂X2 + u +03 (X3 + X₁ - 2X₂) + u. (a) Rewrite the hypothesis 1 = 0 in te