Part 1: Explain in 1–2 paragraphs the four steps involved in hypothesis testing

Part 1: Explain in 1–2 paragraphs the four steps involved in hypothesis testing and how a statistical decision is made based on computing a test000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000 statistic and transforming the sample mean into a z-score (probability score).
Part 2: Read the scenario below. Then, follow through each of the steps of hypothesis testing to answer the question presented at the end of the scenario:
All the students at a university took the GRE (Graduate Record Examination), a standardized test that attempts to measure graduate readiness. The GRE is scored on a 130–170 scale in each section and the verbal scores were compared. The scores were normally distributed with μ = 140 and σ = 15. A sample of students, n =100, then took a GRE course to improve their test scores. Following the course, the average score for this sample is M = 155. Is there evidence that the GRE course influenced the verbal test scores?
In 1–2 pages, state the following in order based on the research data given above:
The research question.
The null and alternative hypotheses.
The alpha level and the critical region.
Compute the test statistic using a z-score.
Determine the 95% confidence intervals.
Make a decision about the null.
Find the effect size using Cohen’s d and state why the effect size should be reported.
Also, include the power of the hypothesis test. Why might the power be used? What factors affect the power?

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