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Problem 1.4 What is the standard error of the point estimate in Problem 1.3?

Problem 2.5 Based on your answer in Problem 2.4, we can conclude that there is a 90% probability that the true population mean will be between this specific interval estimate. 

What are the parameters of this distribution? Select all that apply.  

Problem 1.3  Suppose that random samples were obtained in Problem 1 and the MVUE is used as the point estimator. The observations for the five random samples are . What is a point estimate for the population mean of the observation i.e.,

Problem 3.3 Provide a conclusion on the hypothesis based on the critical region approach (i.e., do we reject or not reject the null). Show your test statistic and solutions. 

What is the appropriate probability distribution for modeling the random variable X, the number of times you had to reload or refresh the page because it resulted in an error before the ticket page shows up? 

What probability distribution will most accurately model the number of failing students in a sample of size 10? 

For questions 16-17: Shown below are the boxplots of the scores of two types of students in a standardized test. Type A students were administered the paper-based test, while Type B students were administered the computer-based version. The dots represent the sample averages for each type. 

For questions 18-20 I taught a statistics elective, STP 226, a few years ago with 50 students. The number of students who failed this class is 5. Suppose I get a sample of 10 students from the STP 226 class roster. I’m interested in the number of students in that sample who had failed the class. 

Most pediatric doctors recommend that adolescents sleep at least 8 hours per night and evidence against this is alarming. Use the sleep pattern data for problems 3.1 to 3.4. Use