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Quiz 16: Analysis of Variance and
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Question 41
Multiple Choice
The total variation in y is _ .
Question 42
True/False
Interactions occur when the effects of one factor on the dependent variable depend on the level (category) of the other factors.
Question 43
Multiple Choice
When using SPSS Windows one- way ANOVA can be efficiently performed using the program.
Question 44
Multiple Choice
A statistical technique for examining the differences among means for two or more populations is called .
Question 45
True/False
Analysis of variance and analysis of covariance are tests of differences between two means or median.
Question 46
True/False
The value of y
2
varies between 0 and 1.
Question 47
Multiple Choice
Which statement is correct if the null hypothesis for a one- way ANOVA is rejected?
Question 48
True/False
An interaction effect occurs when the effect of an independent variable on a dependent variable is different for different categories or levels of another independent variable.
Question 49
True/False
The estimated value of m
2
can be negative, in which case the estimated value of m
2
is set equal to one.
Question 50
True/False
Omega squared, m
2
, indicates what proportion of the variation in the dependent variable is related to a particular independent variable or factor.
Question 51
Multiple Choice
In the , the categories or treatments are considered to be random samples from a universe of treatments. Inferences are made to other categories not examined in the analysis.
Question 52
True/False
Modest departures from the assumptions in analysis of variance do not seriously affect the validity of the analysis.
Question 53
True/False
The most commonly used measure in ANOVA indicating the relative importance of factors is omega squared, (m
2
).
Question 54
Multiple Choice
is an ANOVA technique using two or more metric dependent variables.
Question 55
True/False
The most common use of the covariate is to remove extraneous variation from the dependent variable.
Question 56
True/False
Analysis of variance is so named because it examines the variability or variation in the sample (dependent variable) and, based on the variability, determines whether there is reason to believe that the population means differ.