Q 
A There is strong positive correlation between the Price in $ and the sq. ft. area of the property.
Q Which of the statement below best explains the coefficient of determination?
A The coefficient of determination is the proportion of total variation in the dependent variable Y that is explained or accounted for by the variations in the independent variable X
Q To identify and fit a regression, which of the following is an assumption of linear regression?
I. For each value of X, there is a corresponding Y value. These Y values follow the normal distribution.II.The means of the Y normal distributions do not lie on the regression line.III.Y values are statistically dependent.A I only
Q
A Low p-value indicates that variable Store Area is in the rejection zone and is significant explaining changes in price of diamonds.
Q In a regression equation Y= A + BX, what is A?A A is the Y intercept in the population or the value of Y when X=0.
Q
A Which statement below best describes autocorrelation?
A Autocorrelation is a condition when successive residuals are correlated to each other over time.
Q When fitting a linear regression, the dependent variable is scaled on ________________.
A the Y-axis of a X-Y graph
Q To interpret appropriately, a correlation coefficient of 0.85 would indicate a_______________________.
A strong positive correlation
Q Which of the following statements is NOT a characteristic of coefficient of correlation?
A Value near -1 indicates a strong direct or positive association between the variables.
Q Which of the statement below best describes residuals in a regression equation?
A Residuals are the difference between the observed values of Y the dependent variables and the expected or predicted values of Y of the regression equation.
RESULTS: 85 /100

A There is strong positive correlation between the Price in $ and the sq. ft. area of the property.
Q Which of the statement below best explains the coefficient of determination?
A The coefficient of determination is the proportion of total variation in the dependent variable Y that is explained or accounted for by the variations in the independent variable X
Q To identify and fit a regression, which of the following is an assumption of linear regression?
I. For each value of X, there is a corresponding Y value. These Y values follow the normal distribution.II.The means of the Y normal distributions do not lie on the regression line.III.Y values are statistically dependent.A I only
Q

Q In a regression equation Y= A + BX, what is A?A A is the Y intercept in the population or the value of Y when X=0.
Q

A Autocorrelation is a condition when successive residuals are correlated to each other over time.
Q When fitting a linear regression, the dependent variable is scaled on ________________.
A the Y-axis of a X-Y graph
Q To interpret appropriately, a correlation coefficient of 0.85 would indicate a_______________________.
A strong positive correlation
Q Which of the following statements is NOT a characteristic of coefficient of correlation?
A Value near -1 indicates a strong direct or positive association between the variables.
Q Which of the statement below best describes residuals in a regression equation?
A Residuals are the difference between the observed values of Y the dependent variables and the expected or predicted values of Y of the regression equation.
A |
A A VIF of less than 10 is unsatisfactory. Q To interpret appropriately, a correlation coefficient of -0.85 would indicate a_______________________. A I.The variations in residuals are not the same for small and large values of predicted Y. II. The independent variables are correlated. III.The residuals are independent. A |
RESULTS: 85 /100
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