Question
20.Both bivariate OLS regression and Pearson's correlation assume a ____________ relationship between variables. Negative Linear Non-linear Sigmoidal 21.Chi-square tests for independence compare differences in ______________
20.Both bivariate OLS regression and Pearson's correlation assume a ____________ relationship between variables.
Negative
Linear
Non-linear
Sigmoidal
21.Chi-square tests for independence compare differences in ______________ to determine a relationship between two variables in the population
means
observed and expected frequencies
variance
standard deviation
22.All tests of significance (e.g., t-test, F-test, Chi-Square) assume probability sampling was used.
True
False
23.You want to know what the strength and direction of the relationship is between age (measured in years) and victimization (measured as number of times victimized), which of the following would be the most appropriate test to conduct?
Pearson's Correlation
Independent sample t-test
Chi-Square
Crosstab
24.Which of the following best explains why multivariate regression analysis is used?
establishes temporal order
controls for confounding factors
makes few assumptions about the data
when not trying to generalize findings to a population
25.Which of the following best describes a positive correlation?
As X increases, Y decreases
As X decreases, Y increases
As X decreases, Y decreases
As X increases, Y stays the same
26.In a regression equation, what does the error term represent?
Where the regression line intersects the Y-axis
The slope of the relationship between X and Y
The likelihood that the a Type I or Type II error was made
Discrepancy between predicted and observed Y values
27.What does the intercept in a regression equation represent?
Where the regression line intersects the Y-axis
The slope of the relationship between X and Y
Where the predicted Y is equal to zero
Discrepancy between predicted and observed Y values
28.Which statement best describes the relationship in terms ofdirectionandstrengthbetween the two variables presented in the scatterplot below.
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