suppose-the-linear-correlation-coefficient-for-a-dataset-is-r072r072-what-is-the

Question

Suppose the linear correlation coefficient for a dataset is $r equals 0.72$ . What is the coefficient of determination, $R^{2}$ ? Interpret the result.

Accepted Answer

$R squared equals 0.5184$

About $51.84 percent sign$ of the variation in the dependent variable is explained by the linear relationship

Answer

$R squared equals 0.5184$

About $51.84 percent sign$ of the variation in the dependent variable is unexplained by the linear relationship

Answer

$R squared equals 0.5184$

About $51.84 percent sign$ of the variation in the dependent variable is unexplained by the linear relationship

Answer

$R squared equals 0.5184$

About $51.84 percent sign$ of the variation in the independent variable is explained by the linear relationship

Suppose the linear correlation coefficient for a dataset is r=0.72r=0.72. What is the coefficient of determination, R2R^2? Interpret the result.

Suppose the linear correlation coefficient for a dataset is $r equals 0.72$ . What is the coefficient of determination, $R^{2}$ ? Interpret the result.