11. False.
Quantitative variables are also referred to as numerical variables. Quantitative variables are further divided into discrete and continuous variables. Continuous variables are further divided into interval and ratio variables. So, quantitative variables are not referred to as continuous or interval variables but continuous and interval variables are quantitative variables along with discrete and ratio variables.
12. True.
Categorical variable has two or more categories that are separate and indivisible.
13. False.
Categorical variable is also referred to as qualitative variable which can be divided into nominal and ordinal variables but not discrete variable because discrete variable is a quantitative variable, not categorical.
14. True.
A dichotomous variables is a nominal variable that has only two possible levels or categories such as male/female; under 40 years of age/over 40 years of age; etc,.
15. True.
Though age is a numerical variable, depending on the context, it can be transformed into a dichotomous variable such as over 60 years and under 60 years of age.
11. Quantitative variables are also referred to as continuous or interval variables. 12. Categorical variables consist...
11. One-way multivariate analysis of variance (MANOVA) is utilized to simultaneously study two or more related IVs, while controlling for the correlations among the IVs. 12. One-way multivariate analysis of covariance (MANCOVA) investigates group differences among several IVs, while also controlling for covariates that may influence the DVs 13. Factorial multivariate analysis of variance (factorial MANOVA) extends MANOVA to research scenarios with two or more DVs that are categorical. 14. Factorial multivariate analysis of covariance (MANCOVA) extends factorial MANCOVA to...
Discriminant analysis seeks to identify which combination of quantitative IVs best predicts group membership by a single DV that has two or more categories. T F In binary logistic regression, the DV is a dichotomous variable. T F Factor analysis and principal components analysis are different techniques, but they are very similar. T F Factor analysis allows the researcher to explore the underlying structures of an instrument or data set and is often used to develop and test a theory....
Q1- How many pairwise comparisons are necessary if a researcher wishes to compare a quantitative variable across a factor with 7 levels? What is the probability of making at least one Type I Error when comparing a quantitative variable across a factor with 7 levels if each pairwise comparison is conducted using a 10% significance level? Q2- Provide an example setting where a One-Way Analysis of Variance (ANOVA) would be an appropriate statistical technique for analysis? Include the following: •...