Which statement about the relationship between statistical power and statistical probability is true?
a. there is an indirect relationship between statistical power and statistical probability.
b. statistical probability is not influenced by statistical power.
c. as statistical probability increases, statistical power decreases.
d. a statistical test having high power also has high probability for finding significant support.

The answer is: D. A statistical test having high power also has high probability for finding significant support.

Statistical power refers to the ikelihood that a certain study can detect a certain effect if the effects exist in the first place.

Statistical probability on the other hand refers to the percentage of chance that the researchers could find that effect.

Both of them are different, but they are strongly correlated with one another. Hire likelihood of detection would also have higher chance of finding.

an aneroid barometer is different from a mercury barometer in that it provides readings that increase as air pressure increases.

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