A running shoe company claims their shoe will withstand an average lifetime distance of [ Choose ] 600 miles. For quality assurance purposes, they randomly sample 5 shoes from each batch and test their wear through simulation. If the sample provides evidence the entire batch [ Choose ] has a mean below 600 miles, they will need to further investigate the batch of shoes. Two-Sample t-test Otherwise, they will prepare them for market. They know the population of all wear One proportion z-test lifetimes is normal. The sample yielded an average of 535 miles and a standard deviation of Bootstrap Hypothesis Test 60 miles. What type of test is appropriate for this scenario? One sample t-testA recent report states that 43% of American high school graduates have expressed interest in a STEM (Science. Technology, Engineering, Math} discipline. Suppose a random sample of 2WD uninu'ersita.f freshman are selected to test to see if the proportion of students with a 5T EM major is 0.43. What type of testis appropriate for this scenario? Two-Sample \"951 One proportion z-test [ Choose] v Bootstrap Hypothesis Test One sample t-test