Solve this Central Limit Theorem problem. Round the standard error to the nearest thousandth and the z-score to the nearest hundredth whenever necessary. An analyst at a cell phone company finds that for those who exceed the minutes included in their basic contract, the extra time used has a mean of u = 22 minutes and a standard deviation of o = 9 minutes. Beatrice finds a SRS of 60 customers who used extra minutes. Use the CLT to determine p(x s 24.5 minutes). Work: Ox = Work: Z = Work: Which image below (A, B, C, or D) looks most similar to the curve you drew? A Area on Table: Final Answer: Work:

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QUESTION 2
Solve this Central Limit Theorem problem. Round the standard error to the nearest
thousandth and the z-score to the nearest hundredth whenever necessary.
An analyst at a cell phone company finds that for those who exceed the minutes
included in their basic contract, the extra time used has a mean of u = 22 minutes and a
standard deviation of o = 9 minutes. Beatrice finds a SRS of 60 customers who used
extra minutes. Use the CLT to determine p(x s 24.5 minutes).
%3D
%3D
Work:
Ox =
Work:
Z =
Work:
Which image below (A, B, C, or D) looks most similar to the curve you drew?
A
B
C
D
Area on Table:
Final Answer:
Work:
Transcribed Image Text:QUESTION 2 Solve this Central Limit Theorem problem. Round the standard error to the nearest thousandth and the z-score to the nearest hundredth whenever necessary. An analyst at a cell phone company finds that for those who exceed the minutes included in their basic contract, the extra time used has a mean of u = 22 minutes and a standard deviation of o = 9 minutes. Beatrice finds a SRS of 60 customers who used extra minutes. Use the CLT to determine p(x s 24.5 minutes). %3D %3D Work: Ox = Work: Z = Work: Which image below (A, B, C, or D) looks most similar to the curve you drew? A B C D Area on Table: Final Answer: Work:
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