Question

Count 53463 54569 57565 63727 75797 81783 87166 97332 119454 131953 137524 144385 139450 131007 133559...

Count
53463
54569
57565
63727
75797
81783
87166
97332
119454
131953
137524
144385
139450
131007
133559
133096
138660
145280
154118
167573
174844
162567
164540
158914
161319
177247
205607
229634
265923
298455
302224
315625
320122
319305
308215
280489
242476
228732
195527
168490
182045
204043
222374
241336
252614
257553

Open US_Crime_HW7 data. Is it reasonable to claim that the average annual number of vehicle theft in California is greater than 155,000?

11. What test/procedure did you perform? (5 points)

  • a. One-sided t-test
  • b. Two sided t-test
  • c. Regression
  • d. Confidence Interval

12. Why did you choose this test/procedure? Because… (5 points)

  • a. We are checking if years and number of vehicle theft in California are related.
  • b. We are checking if two averages are significantly different.
  • c. We are checking if the average of one variable is larger than the average of the other variable.
  • d. We are comparing the average number of vehicle theft in California with a specific number.

13. What is the P-value/margin of error? (5 points)

  • a. 76925.68
  • b. 180167
  • c. 22844.11
  • d. None of these

14. What is the Statistical interpretation? (5 points)

  • a. The P-value is much greater than 5% thus the test result is inconclusive.
  • b. The P-value is much greater than 5% thus we need more data.
  • c. The P-value is greater than 5% thus we cannot claim that the averages are different.
  • d. None of these.

15. What is the conclusion? (5 points)

  • a. The result is inconclusive thus we cannot conclude anything.
  • b. We are confident that the average annual number of vehicle theft in California is greater than 155,000.
  • c. We cannot be confident that the average annual number of vehicle theft in California is greater than 155,000.
  • d. None of these.

Task 2

Homework Answers

Answer #1

Null and alternative hypothesis:

Ho: = 155000

Ha: > 155000

11. Test/procedure : One-sided t-test

Answer A

12.  c. We are checking if the average of one variable is larger than the average of the other variable.

Answer C

13. Margin of error, E =

critical two tailed value, tC = T.INV.2T(0.05, 45) = 2.0141

E = tc * standard error = 2.0141*11342.0732 = 22844.11

Answer C

4. Statistical interpretation: p-value = 0.0158

  • d. None of these.

Answer D

15. conclusion:

  • c. We cannot be confident that the average annual number of vehicle theft in California is greater than 155,000.

Answer C

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