The variable is the Y variable containing the unknown score
The _______________ variable is the Y variable containing the unknown scores predicted based on a correlated Xvariable.
If the proportion of variance accounted for is 36%, what is the correlation coefficient for X and Y?
In general, a positive correlation means as the values of one variable _______________, there is a tendency for the values of the other variable to _______________..
If you want to predict the value of Y from a value of X, you should use the standardized regression coefficient in the regression equation. TRUE OR FALSE?
If the correlation coefficient for X and Y is calculated to be +.47, what is the proportion of variance accounted for?
Which of the following r-values indicates the weakest relationship between two variables?
-0.05
+0.65
+0.10
-0.89
| -0.05 | ||
| +0.65 | ||
| +0.10 | ||
| -0.89 | 
Solution
The ___dependent____________ variable is the Y variable containing the unknown scores predicted based on a correlated X variable.
If the proportion of variance accounted for is 36% or 0.36, then the correlation coefficient for X and Y is sqrt(0.36)=0.6
In general, a positive correlation means as the values of one variable increases, there is a tendency for the values of the other variable to increase.
False, if one wants to predict the value of Y from a value of X she should not use the standardized regression coefficient in the regression equation.
If the correlation coefficient for X and Y is calculated to be +.47, the proportion of variance is 0.47^2=0.2209
The r values of -0.05 and 0.10 indicates the weakest relationship between two variables

