ANSWER MULTIPLE CHOICE QUESTION ASAP!!

16. A company has developed a policy to inspect a product using a go-no/go gage by examining as many units as possible in a regular eight hour shift. This policy also states that the sample size, if higher than 10, will ensure at least a 50% probability of finding exactly one defect. The sample size varies for a variety of reasons. A process engineer studied three days of work and found the following data: day 1 - 12 units, day 2 - 18 units, and day 3 - 10 units. From historical information, there was evidence of 10% defective parts. Which of the following statements is most appropriate to this scenario? A. The policy is incorrect. None of the sample sizes, based on a 10% defective part rate, provides at least a 50% probability of finding exactly one defect. B. The policy is incorrect. Only sample sizes of 12 or 18 units, based on a 10% defective part rate, provides at least a 50% probability of finding exactly one defect. C. The policy is correct. Sample sizes of 10 units or higher, based on a 10% defective part rate, provides at least a 50% probability of finding exactly one defect. D. The policy is incorrect. Only a sample size of 18, based on a 10% defective part rate, provides at least a 50% probability of finding exactly one defect. 17. The correlation coefficient for test #1 equals -0.89 and the correlation coefficient for test #2 equals 0.79. Assuming the tests are in different subject areas, which of the following statements is FALSE? A. Both tests show a strong correlation B. The scatter around the regression line is greatest for test #1 C. The slope for test #1 is negative D. Y increases as X increases in test #2