Question 1 (Mandatory) (5 points) You want to analyze the study habits of engineering technology students. You believe that engineering technology students spend at least 10 hours each week studying. Which of the following most closely matches up with your claim. O al M 2 10 Obj ME 10 Odw- 10 O dj H = 10 Question 2 (5 points) In the Central Limit Theorem, you assume a population has a mean and standard deviation, and must have a that is large enough. Question 3 (Mandatory) (5 points) You are testing the claim that the average starting salary for engineering technology graduates is greater than $50,000. You are using a 5%% significance level and get a P. value of 0.0322. Which of the following conclusions is correct? O al The null hypothesis is false () b) There is sufficient evidence to support the Null Hypothesis. O c) The Claim is true. (O d) There is sufficient evidence to reject the Null Hypothesis Question 4 (Mandatory) (5 points) You are studying the habits of college students and the amount of meals they purchase at a drive through each week. You claim that the mean number of meals college students get from a drive through is more than 4 each week. Which of the following best describes the tails in the calculation of the P-value. a) Right Tail Obj Two Tail O d Left Tail O d) One Tail