A sample of 1000 subjects is stratified gender and physical activity level as follows:   Physical Activity Level Gender Low High Total Male 200 500 700 Female 100 200 300 Total 300 700 1000   In a random selection of a subject from the study population, what is the probability that the person is female?

Twelve students were randomly selected from the College of Public Health and their diastolic blood pressure was tested. The sample mean and standard deviation were 79.0 mmHg and 2.2 mmHg respectively. What is the obtained t-score for this sample under the null hypothesis Ho: µ = 80?

Which of the following methods of graphing sample data can help you in determining the shape of a frequency distribution for the variable height (measured in inches)?

A researcher would like to study BMI levels in adults 20-40 years of age. She selected 9 patients and found their BMI values to be: 38, 19, 25, 16, 29, 18, 34, 32, 30The standard deviation of BMI levels of this group of patients is

Conduct a hypothesis test based on the following information using a significance level of 1%: Research Question: Are people running more than 20.95 miles per week? Population standard deviation was NOT KNOWN Test statistic = 2.57 Sample size = 25

Conduct a hypothesis test based on the following information using a significance level of 5%: Research Question: Do carpenters earn lower salaries than accountants? Assume the population variances for the two groups are equal to each other Group 1 = Carpenters Group 2 = Accountants Test statistic = -1.65 Group 1 Sample size = 10 Group 2 Sample size = 11

Using the information below calculate the predicted value for Y for the given value of X. Y (Dependent Variable) = Grade Point Average X (Independent Variable) = Average number of hours spent using electronic devices for entertainment purposes   yhat = 4 – 0.125*X   On average what would a person’s Grade Point Average be if they spend on average 4 hours using electronic devices for entertainment purposes (round your answer to 4 decimal places)?

Calculate the lower bound of a 95% confidence interval for the sample proportion for the given data (round your answer to 4 decimal places):   Population proportion = 70% Number of people from sample who said they play video games = 42 Sample size = 50

Fourteen students were randomly selected from the College of Public Health and their diastolic blood pressure was tested. The sample mean and standard deviation were 81.6 mmHg and 2.3 mmHg respectively. What is the obtained t-score for this sample under the null hypothesis Ho: µ = 80?

A biostatistician finds the relationship between the number of weeks (X) spent in a hospital and number of seizures per week (Y) and is described by the following equation: . This is based on a sample size of 50 patients and the associated coefficient of correlation is r = -.19. Using this information above, answer the following question: How do you interpret r = -.19?