Statistic Exam Flashcards
The multiple R-squared value for a regression represent the proportion of the variation in the Y variable that can explained by its regression on the X variables.
True or False?
True
The assumptions which we need to check when we perform a multiple linear regression are (3):
Normality of the errors
Common variance of the errors
Independence of the errors
For the Kolmogorov-Smirnov and Shapiro-Wilk tests of Normality, if p < 0.05 then we conclude that the Normality assumption has been satisfied.
True or False?
Multiple linear regression
False
Residual calculation for multiple linear regression
Residual = Observations - Fitted Value (using equation)
Test signifiance of each predictor, test null and alternate hypothesis that:
Multiple linear regression
H0: b = 0 vs H1 : b≠ 0 (for each particular X variable)
If R^2 less than 60 in multiple linear regression then you say
Most of the variation remains unexplained
When histogram of residuals does not follow a normal disturbition curve:
When scatterplot has no random scatter