Question
1. Correlation refers to: The casual relationship between 2 variables The linear relationship between 2 variables The proportion of variance that two variables share A
1. Correlation refers to:
The casual relationship between 2 variables
The linear relationship between 2 variables
The proportion of variance that two variables share
A statistical method that can only be used with a correlational research design
2. If two variables are highly correlated, what do you know?
That they always go together
That high values on one variable lead to high values on the other variable
That there are no other variables responsible for the relationship
That changes in one variable are accompanied by predictable changes in the other.
3. The Coefficient of determination tells us:
The proportion of variance in X accounted for by the mean of Y
The proportion of variance in Y is accounted for by X.
The mean value of Y
The mean value of X
4. In the equation of the straight line, Y=mX+c, the term, m is the
Independent variable
Dependent variable
Intercept
Slope
5. Analysis of Variance (ANOVA) is a test for equality of
variances
means
proportions
only two parameters
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