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STAT 528 HOMEWORK #1 Due: Monday, 08/31/15. The first number corresponds to the 6th edition. The number in parentheses corresponds to the 7th edition. 1. (2.5pt) Exercise 3.25 (3.29) page 101 (105). 2. (2.5pt) Exercise 3.29 (3.33) page 101 (105), but replace .125 with .0125 in f (x). Be sure to identify the distribution of the time to failure and any associated parameter values for the time to failure. 3. (1pt) Exercise 3.31 (3.35) page 101 (105). “Evaluate the performance of this decision rule” means finding the probability the process is stopped after inspecting a sample. Also identify the distribution and any associated parameter values for the number of nonconforming units in a sample of 25 units. 4. (1pt) Exercise 3.32 (3.36) page 101 (105). 5. (2pt) Exercise 3.35 (3.43) page 101 (106). Only do parts (a) and (d). In (a) be sure to identify the distribution and any associated parameter values for the number of nonconforming components in a sample of 5 components. 6. (2pt) Exercise 3.42 (3.50) page 102 (107). The first question should be interpreted as “what is the probability the inspector will have to walk exactly 5000 feet?”. 7. (1pt) Exercise 3.44 (3.52) page 102 (107). 8. (1pt) Exercise 3.48 (3.56) page 102 (107). 9. (2pt) Exercise 3.50 (3.58) page 102 (107). Write µ as a function of C0 , C1 and C2 .