In conclusion, reflect on the importance of conducting an a priori power analysis in psychological research plans
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In conclusion, reflect on the importance of conducting an a priori power analysis in psychological research plans

Section 3: A Priori Power Analysis


In G*Power, now select:

Type of power analysis = A priori: Compute required sample size.
Input effect size d from Section 1.
Specify α err prob.
Specify Power (1 - β) = .80.
Set the Allocation ratio to 1 (that is, equal sample sizes).
Click Calculate.
Provide a screenshot of your G*Power output. Interpret the meaning of a .80 power value. Specifically, report the estimated n1, n2, and total N to achieve obtain a power of .80. How many total subjects ( N) would be needed to obtain a power of .80? Would you have expected a required N of this size? Why or why not?

Next, in G*Power, change the Cohen's d effect size value obtained in Section 1 and set it to .50 (conventional "medium" effect size). Click Calculate. How many total subjects ( N) are needed to obtain a power of .80? Compare and contrast these two estimated Ns.

In conclusion, reflect on the importance of conducting an a priori power analysis in psychological research plans.

Resources

Power Analysis Scoring Guide.
BP Study Dataset.
Computing Power and Sample Size.
Data Analysis and Application Template.
G*Power 3.

Hint
Management "A priori power analysis is done prior to designing a study or research. The analysis tells you what sample size will be needed to reach a desired level of power."...

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