For the following values of SSX, SSY, and SP, the Pearson correlation coefficient (r) is ______ and the slope of the regression line (b) is _______. a. r=0.53,b=0.5 b. r=0.84,b=1.21 c. r=0.90,b=0.39 d. r=0.42,b=-5.37 SSX SSY SP 270.00 50.00. 105.00
For the following values of SSX, SSY, and SP, the Pearson correlation coefficient (r) is ______ and the slope of the regression line (b) is _______. a. r=0.53,b=0.5 b. r=0.84,b=1.21 c. r=0.90,b=0.39 d. r=0.42,b=-5.37 SSX SSY SP 270.00 50.00. 105.00
For the following values of SSX, SSY, and SP, the Pearson correlation coefficient (r) is ______ and the slope of the regression line (b) is _______. a. r=0.53,b=0.5 b. r=0.84,b=1.21 c. r=0.90,b=0.39 d. r=0.42,b=-5.37 SSX SSY SP 270.00 50.00. 105.00
For the following values of SSX, SSY, and SP, the Pearson correlation coefficient (r) is ______ and the slope of the regression line (b) is _______.
a. r=0.53,b=0.5
b. r=0.84,b=1.21
c. r=0.90,b=0.39
d. r=0.42,b=-5.37
SSX
SSY
SP
270.00 50.00. 105.00
Definition Definition Relationship between two independent variables. A correlation tells the degree to which variables move in relation to each other. When two sets of data are related to each other, there is a correlation between them.
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