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INDE 2333 Engineering Statistics I Practice Exam 2 (2015)

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Subject: Engineering
Due on: 03/28/2015
Posted On: 03/28/2015 12:03 AM

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INDE 2333 Engineering Statistics I

Practice Exam 2

Instructions: This is an individual effort closed note, closed book, open table exam. You have approximately 80 minutes to complete this exam. The UH Academic Honesty Policy is in effect.

Multiple Choice 2 points each – Circle the one and only one best answer. Note that if your answer due to rounding errors is very close to one of the choices you should select that choice.

2. Which of the following encompasses an “claim” involved in a hypotheses test.

a. Ho

b. Ha

c. Either a or b

d. None of the above

11. Receiving a false positive on an engineering job interview drug test means the testing facility has?

a. Committed a type 1 error

b. Committed a type 2 error

c. Made the correct decision

d. None of the above

13. Firing an engineer under your supervision for failing a drug test means somebody.

a. Committed a type 1 error

b. Committed a type 2 error

c. Made the correct decision

d. Either a or c

14. A statistical test that involves a “before and after” focus with 20 subjects has how many degrees of freedom.

a. 9

b. 19

c. 38

d. 39

15. Assuming normality and independence, if n1 or n2 or both are <30, if you have just rejected the Ho in an F test, the next test you are likely to perform is a:

a. independent t test

b. chi-squared test

c. Smith-Satterthwaite test

d. paired t-test

Multiple Choice 4 pts each.

21. For an equiprobable chi-squared goodness of fit test with an HO of uniformly distributed with the same parameters as the sample for 24 obs., you would have how many degrees of freedom.

a. 2

b. 3

c. 4

d. none of the above

22. If you had an equiprobable chi-squared goodness of fit test with an HO of Normally distributed with a given theoretical mean of 12.23 and a given std of 3.54 and you had 4 cells, what would be the critical value at alpha=0.05

a. 3.841

b. 5.991

c. 7.815

d. 9.488

19. An equiprobable approach goodness of fit test with 8 cells for data that is normally distributed with a theoretical given mean of 10 and a std of 2, would have how many degrees of freedom for the critical value?

a. 5

b. 6

c. 7

d. 8

20. Assuming normality and independence, if n1 or n2 or both are <30 if you cannot reject the Ho in an F test, the next test you are likely to perform is a:

a. independent t test

b. chi-squared test

c. Smith-Satterthwaite test

d. paired t-test

24. Assuming normality, to determine which comparison of means test to use, you must first run an F test. For this test the Ho: is the variances are the same. The Ha: is the variances are not the same. At an alpha level of 0.10 what is your decision?

a. Cannot reject Ho

b. Reject Ho

c. I need to retake this course

d. Cannot determine from the above information

25. For the appropriate comparison of means test, calculate the approximate test statistic and determine if you cannot reject or reject the Ho at a 0.01 level assuming normality, independence, and = variance.

a. Cannot reject Ho

b. Reject Ho

c. I need to retake this course

d. None of the above

26. If you are suspicious of a claim that one product has at least 50 more operational cycles one the average than another the Ha would be

For question 27, the following data represents the number of defects produced before and after quality training in 6 different industrial plants. You would like to see if the training is effective in reducing defects. Before is set 1, after is set 2. Assume normality.

Before 13, 15, 18, 11, 13, 12, 14

After 11, 16, 16, 12, 11, 13, 14

27. What is the null hypotheses?

a. u1-u2 = 0

b. uD = 0 or uD<=0

c. Dbar= 0

d. uD not =0

34. If you are comparing the means of a new less expensive, but more productive system versus an existing system with unequal variances, using a rational thought process, you would want to determine your critical value degrees of freedom by:

a. rounding down

b. rounding up

c. Does not apply

d. Not enough information to decide

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Tags exam 0 practice statistics 1 engineering inde test reject means normality error auming determine freedom committed chisquared degrees type given goodne equiprobable distributed value decision variances exam independence critical correct perform independent lt30 likely normally course

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INDE 2333 Engineering Statistics I Practice Exam 2 (2015) Solution

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Preview: means xxxx to xxxx you must xxxxx run an x test xxx xxxx test xxx Ho is xxx variances are xxx same xxx xx is xxx variances are xxx the same xx an xxxxx xxxxx of x 10 what xx your decision x Cannot xxxxxx xx b xxxxxx Ho c x need to xxxxxx this xxxxxx x Cannot xxxxxxxxx from the xxxxx information 25 xxx the xxxxxxxxxxx xxxxxxxxxx of xxxxx test, calculate xxx approximate test xxxxxxxxx and xxxxxxxxx xx you xxxxxx reject or xxxxxx the Ho xx a x xx level xxxxxxxx normality, independence, xxx variance a xxxxxx reject xx x Reject xx c I xxxx to retake xxxx course x xxxx of xxx above 26 xx you are xxxxxxxxxx of x xxxxx that xxx product has xx least 50 xxxx operational xxxxxx xxx the xxxxxxx than another xxx Ha would xx For xxxxxxxx xxx the xxxxxxxxx data represents xxx number of xxxxxxx produced xxxxxx xxx after xxxxxxx training in x different industrial xxxxxx You xxxxx.....
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