Tom K. answered 05/15/21
Knowledgeable and Friendly Math and Statistics Tutor
r = ± √(r^2)
We determine the sign by looking at the sign of the x coefficient in the regression equation. In this case, it is a + (13.45x)
Thus, r = + √.7744 = .88
Melissa D.
asked 05/15/21You then have Excel plot the trend line and report the equation and the r2 value. The regression equation is reported as y=13.45x+19.64 and the r2=0.7744.
What is the correlation coefficient for this data set?
Tom K. answered 05/15/21
Knowledgeable and Friendly Math and Statistics Tutor
r = ± √(r^2)
We determine the sign by looking at the sign of the x coefficient in the regression equation. In this case, it is a + (13.45x)
Thus, r = + √.7744 = .88
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