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The Relationship Between Two Quantities X and Y Is Examined,and

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The relationship between two quantities X and Y is examined,and the association is shown in the scatterplot below. The relationship between two quantities X and Y is examined,and the association is shown in the scatterplot below.   If a linear model is considered,the regression analysis is as follows: Dependent variable: Y R-squared = 84.7% VARIABLE COEFFICIENT Intercept 1.2305 X .4443 What does the slope say about this relationship? A) For every increase in X of 1,the corresponding average increase in Y is .4443 B) For every increase in X of .5,the corresponding average decrease in Y is .4443 C) For every increase in X of .5,the corresponding average increase in Y is .4443 D) For every increase in X of 1,the corresponding average increase in Y is 1.2305 E) For every increase in X of 1,the corresponding average decrease in Y is .4443 If a linear model is considered,the regression analysis is as follows: Dependent variable: Y
R-squared = 84.7%
VARIABLE COEFFICIENT
Intercept 1.2305
X .4443
What does the slope say about this relationship?


A) For every increase in X of 1,the corresponding average increase in Y is .4443
B) For every increase in X of .5,the corresponding average decrease in Y is .4443
C) For every increase in X of .5,the corresponding average increase in Y is .4443
D) For every increase in X of 1,the corresponding average increase in Y is 1.2305
E) For every increase in X of 1,the corresponding average decrease in Y is .4443

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