1 / 34

CHAPTER 11

CHAPTER 11. Two-Sample Tests of Hypothesis. SOLVED PROBLEMS. Problem 11-3. Problem 11-3 (Cont.). .3264 a=.05 p - value=.1736 - 1.645 - .94 0 Z.

sef
Download Presentation

CHAPTER 11

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. CHAPTER 11 Two-Sample Tests of Hypothesis SOLVED PROBLEMS

  2. Problem 11-3

  3. Problem 11-3 (Cont.) • .3264 a=.05 p - value=.1736 -1.645 -.94 0 Z p- value = .5000 - .3264 = .1736 .1736 > .05

  4. Problem 11-4

  5. Problem 11-4 (Cont.) .4370 .025 -1.96 -1.53 0 +1.96 Z

  6. Problem 11-5

  7. Problem 11-5 (Cont.) .4961 -2.66 -2.58 + 2.58 Z .5000 - .4961 =.0039 p-value = .0039 x 2 = .0078 , .0078<.01;

  8. Problem 11-6

  9. Problem 11-8

  10. Problem 11-11

  11. Problem 11-12

  12. Problem 11-14

  13. Problem 11-14(contd.)

  14. Problem 11-15

  15. Problem 11-15(contd.)

  16. Problem 11-16

  17. Problem 11-16(contd.)

  18. Problem 11-19

  19. Problem 11-25 cont’d..

  20. Problem 11-25(a) • Find the 95% CI for when x=20

  21. Problem 11-25 (b)

  22. Problem 11-28

  23. Problem 11-28 contd. • DR: FTR Ho when p-value >  • P-value = .5000 - .4032 = .0968 .0968 > .05 p-value >  Therefore, FTR Ho .

  24. Problem 11-32

  25. Problem 11-32 (Cont.) -1.96 -1.614 +1.96 z

  26. Problem 11-33

  27. Problem 11-33 contd.. DR: FTR H0 if p-value > .5000. .3461. p-value .1539 > .05. There fore FTR H0.

  28. Problem 11-33 (Cont.) Accept Reject .025 Reject .025 -1.96 1.019 1.96 z

  29. Additional Problem (AP # 1) • The air force trains enlisted computer personnel at two bases—Cass AFB and Kingston AFB. A common final examination is administered. As part of an ongoing study of the training program, a comparison of the final test scores is to be made. Is there any significant difference in the final results of the two educational programs? Use the .04 significance level. Determine the p-value. Explain your decision to the committee studying the program. Class AFB Kingston AFB Number sampled 40 50 Mean score 114.6 117.9 Sample standard deviation 9.1 10.4

  30. Answer AP # 1

  31. Answer AP #1(cont.) .02 .02 z -2.05 -1.60 2.05

  32. Additional problem (AP#2) • Corrigan industries has been awarded a large contract to supply pipeline parts to Angus Oil, a company drilling in the Scotland-Ireland area. In the past, two subcontractors specializing in steel products have provided Corrigan industries with high quality supplies such as nuts, bolts, steel bars and casing. One of the concerns of Corrigan is the delivery time of the two subcontractors, Jackson steel and Alabama Distributors. The question to be explored is whether there is a difference in the delivery time of the two subcontractors. Random samples from the files of Corrigan Industries revealed these statistics about delivery time: Jackson Steel Alabama Distributors Number in Sample 45 50 Mean Delivery time (days) 20 21 Sample standard deviation (days) 4 3

  33. Answer AP# 2

  34. Answer AP# 2(contd.) .4147 -1.96 -1.37 1.96 p- value = 2(5000 - .4147) = .1706

More Related