Question
For any regression model, the following equation holds: R-Square=1- (percentage of total variability in the response variable not explained by the model). TRUEFALSE Type 2
For any regression model, the following equation holds:
R-Square=1- (percentage of total variability in the response variable not explained by the model).
TRUEFALSE
Type 2 error in hypothesis testing is failing to reject the null hypothesis when it is false.
TRUEFALSE
The value of p-value depends on the scores/values in the sample.
TRUEFALSE
Suppose you are performing a hypothesis test. Assuming that everything else remains constant, a decrease in the significance level () leads to a higher probability of rejecting the null hypothesis.
TRUEFALSE
In a simple linear regression, the sign of the slope coefficient indicates whether the correlation between Y and X is positive or negative.
TRUEFALSE
In a simple linear regression, the value of the slope coefficient is equal to the value of the correlation between Y and X.
TRUEFALSE
R-Square determines whether or not the overall regression equation is statistically significant.
TRUEFALSE
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