Exam 19: Correlation Analysis and Regression Analysis

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Which one of the following is the same as standard deviation of regression coefficient?

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Correlation analysis involves measuring the strength of the relationship between two variables.

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A regression analysis has shown that there is a definite, positive relationship between sales dependent variable.and advertising and sales promotion all units in dollars).The estimated relationship is sales = 3) advertising + 1) sales promotion + 1,500.Based on the given information

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In the simple linear regression model, Y = α\alpha + β\beta X + e,

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The error term is not normally distributed is an assumption of the regression analysis.

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The sole purpose of regression analysis is to predict the level of a dependent variable, given proposed levels of the independent variables.

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A two-dimensional graph in which two variables are plotted is called a

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The larger the beta coefficient value, the stronger the effect of that variable upon the dependent variable.

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If you tested a null hypothesis on problem 7, and accepted it, the probability of Type I error would be

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When an understanding of the relationship between X and Y is the motivation behind data analysis, the estimate of the β\beta parameter is of primary importance.

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In doing the statistical test in analysis of variance problem, you accept the null hypothesis while testing with n alpha = .01.You were later told that you should have tested the null hypothesis with alpha = .05.You should

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The degree of linear association between two intervally scaled variables is measured by

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The knowledge of the regression coefficient and the t value can suggest the extent of association an independent variable has on the dependent variable.

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Snow Belt Airlines weighed the baggage of 100 passengers and found the mean weight to be 34.2 pounds with a standard deviation of 14 pounds.What is the 95% onfidence interval for the actual weight of the aggage ? Round Z to the nearest whole number)

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If the standard deviation of X is approximated by s, then the standard deviation of the mean based on a sample size of n) is s/F \surd n.

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r2 = Total variation - Unexplained variation Total variation

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Based on the regression model, ^ ^ If Y = 50 + 25X, where Y = estimated sales level X = advertising 1-the actual sales level, when X = 2, is 100. 2-when X = 3, the estimated sales level is 125. 3-when X = 3, the estimated sales level is 175. 4-when X = 3, the actual sales level is 125.

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Consider the following: Y = 20 + 30X Sb = 20 1-The value of t is 1.0. 2-The value of t is 1.5. 3-The evidence suggests that β\beta = 0. 4-The evidence suggests that β\beta\neq 0.

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Which of the following is not an assumption of the regression model?

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The difference between the actual and the predicted values in a regression equation is called residuals.

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