
Statistical significance of a correlation tells us
A) whether it is useful in a practical situation.
B) whether it is useful for predicting a criterion.
C) how much variance the measures have in common.
D) how likely it is that the observed correlation is only a function of chance.
Correct Answer:
Verified
Q69: Exhibit 13-6: A researcher collects the following
Q70: Exhibit 13-6: A researcher collects the following
Q71: A study with college students found no
Q72: Cohen's guidelines describe a correlation of +.50
Q73: A researcher uses several different measures in
Q75: Would a correlation of -.50 be described
Q76: Exhibit 13-5.Choose the type of correlational statistic
Q77: Exhibit 13-7: Choose the index of correlation
Q78: A researcher wants to hold scholastic aptitude
Q79: Exhibit 13-6: A researcher collects the following
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