Based on a random sample, does the systolic measurement differ between those whose marital status is single and those are not? To answer this statistical question, which statistical procedure should be/should not be used and why? Respond and explain why. (The typical format for each answer is "yes/no, [reason why each works or does not work]") The hypothesis test to compare two proportions? Explain Chi-Square Test of Independence? Explain. Hypothesis test to compare two independent means? Explain. Hypothesis test for Paired Comparisons? Explain. ANOVA? Explain.

Based on a random sample, for males only, is there a difference between the first and the second systolic reading? To answer this statistical question, which statistical procedure should be/should not be used and why? 1) Respond and explain why. (The typical format for each answer is "yes/no, [reason why each works or does not work]") a) The hypothesis test to compare two proportions? Explain b) Chi-Square Test of Independence? Explain. c) Hypothesis test to compare two independent means? Explain. d) Hypothesis test for Paired Comparisons? Explain. e) ANOVA? Explain. 2) State the hypothesis for the test you have chosen

Based on a simple random sample, is there a difference in the proportion of married people between the education levels of Less than High School and More than High School? To answer this statistical question, which statistical procedure should be/should not be used and why? Respond and explain why. (The typical format for each answer is "yes/no, [reason why each works or does not work]") The hypothesis test to compare two proportions? Explain Chi-Square Test of Independence? Explain. Hypothesis test to compare two independent means? Explain. Hypothesis test for Paired Comparisons? Explain. ANOVA? Explain.

We want to test for a relationship between race/ethnicity and marital status (married/never married/divorced/widowed).Which of the following is the most appropriate statistical test to use to determine if there is a relationship between race and marital status? ANOVA Matched pairs t-test Inference for regression Chi-squared test for independence Two-sample t-test

In which of the following situations would it be appropriate to use a paired t-test to analyze the data? Check all that apply. A marriage therapist believes that many couples have different perspectives regarding the state of their marriage prior to the start of couples therapy. In order to determine whether there is difference in marital satisfaction, prior to the start of couples therapy, each member of 30 married couples is individually given a marital satisfaction questionnaire. For each couple, the marital satisfaction scores of the wife and husband are compared to see if there is a difference in how they view the state of their marriage. A psychologist was interested in determining whether fraternal twins differ in terms the degree to which they are extroverts. A sample of 50 fraternal twins was given the Eysenck personality questionnaire to assess their levels of extraversion. Each twin’s extraversion score was compared to his/her fraternal twin. A psychiatrist believes that a new medication (New Drug) is more effective at reducing the symptoms of depression than a placebo, sugar pill (Placebo). Sixty people with depression were randomly assigned to one of two groups, (1) New Drug or (2) Placebo, and were given the assigned drug or sugar pill for 30 days. Each of the 60 participants then completed the Beck Depression Inventory and the mean depression score for the New Drug group is compared to the mean depression score for the Placebo group. A researcher is interested in determining the effects of sleep deprivation on the accuracy with which mazes are completed. Thirty people are given a test of mazes on Day 1 at 9 am and again on Day 2 at 9 pm after being kept awake for 36 hours. The researcher then compares the number of errors made on Day 1 to Day 2.

Decide which hypothesis test is appropriate to use.A company wants to investigate the relationship between commute time to work and job satisfaction. There is a negative linear relationship in the sample they took, and they wanted to see if the linear relationship would hold for the entire company.Group of answer choicesHypothesis testing for one population proportionHypothesis testing for one population meanHypothesis testing comparing two population proportionsHypothesis testing comparing two population means – independent samplesHypothesis testing comparing two population means – matched pair samplesANOVAChi-square test of independenceT-test for linear relationship