Problem 4 :Write out a complete hypothesis test following the steps provided.

Step 1:Write out the null and alternative hypotheses in words appropriate to the situation.

Step 2:Calculate the expected counts for each entry in the contingency table. Show all formulas and calculations.

Step 3:Verify the conditions for the Chi-Square test are satisfied: independence and sample size.

Sometimes the expected cases will not all be at least 5. This is because the examples are simplified from "real" ones to make hand calculation easier.

If any of the conditions are not met, make sure to indicate which conditions are not met and how they are not met, then make any assumptions needed so you can continue with the full hypothesis test for learning purposes.

Step 4: Calculate the chi square test statistic and degrees of freedom. Show all formulas and calculations.

Step 5:Find the p-value using the chi square distributionapp https://homepage.divms.uiowa.edu/~mbognar/applets/chisq.htmland submit a screen shot of your work.

Step 6: Evaluate the hypothesis by comparing the p-value to a 5% significance (alpha) level (either reject orfail to reject the null hypothesis) and give your reasoning.

Step 7:Provide a conclusion in the context of the problem. https://www.drdawnwright.com/how-to-state-the-conclusion-about-a-hypothesis-test/#:~:text=To%20get%20the%20correct%20wording,is%20the%20next%20best%20thing.