SOLVED

1) The statistical procedures that determine whether stable patterns exist between two or more variables is termed: A) relationship analysis B) predictive analysis C) pattern analysis D) analysis of variance E) stabilization analysis 2) When a scale has “labels” as opposed to “levels,” we can normally assume the level of measurement is: A) categorical B) ratio C) interval or ordinal D) interval or ratio E) metric 3) A consistent and systematic linkage between the levels or labels for two variables is called a(n): A) Boolean. B) relationship. C) practically significant. D) important. E) relevant. 4) You do not have a relationship that links the labels or levels for two variables unless the relationship is: A) causal and consistent. B) consistent and systematic. C) systematic and causal. D) systematic and important. E) consistent and important. 5) A Boolean relationship is one in which the presence of one variable’s label is systematically related to the: A) nonpresence of a regressive relationship. B) presence of another variable’s label. C) presence or amount of the same variable. D) covariance of the other variable. E) presence of unobservable variables. 6) A Boolean relationship was uncovered showing that McDonald’s customers drink coffee for breakfast and soft drinks at lunch. How might the results have been presented to McDonald’s? A) pie chart B) stacked bar chart C) bar chart D) pie chart or stacked bar chart E) pie chart or bar chart 7) What analytical technique assesses the statistical significance of Boolean relationships? A) chi-square B) linear regression C) cross-tabulation analysis D) degrees of freedom E) covariation 8) A stacked bar chart provides a way of visualizing Boolean relationships and should be used only if: A) the relationship is practically significant. B) if the regression analysis proves statistical significance exists. C) the relationship is statistically significant. D) there are more than two categorical variables. E) when the pie chart option is too cumbersome. 9) Which type of relationship is described by the formula: y = a + bx? A) causal relationship B) linear relationship C) Boolean relationship D) algebraic relationship E) curvilinear relationship 10) What contains the raw counts and totals pertaining to all of the relevant Boolean relationships for the two categorical variables being analyzed? A) raw data table B) stacked-bar table C) cross-tabulation table D) expected frequencies table E) distribution table