1. A statistics class decided to estimate the average weight (in ounces) of a bottle of water produced by a local bottled water company. The distribution of the number of ounces of water in the bottles is approximately normal. They took a random sample of ten botcles from one day's production and weighed each bottle. Construct and interpret a 95% Confidence interval for the mean weight of a botte Of water produced by the company. 15.91 16.08 16.08 25.94 16.02 15.94 15.96 16.03 15.82 15.96 The mean is supposed to be 16 oz, but the water-filling machine slips away from that amount occasionally and has to be readjusted. IS there evidence that the machine needs to be readjusted?

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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due.
monday 3ta
3/29
VI Inference
Homework: Confidence Interval for 1-sample means
blł clg
3/2/6
Name:
1. A statistics class decided to estimate the average weight (in ounces) of a bottle
Of water produced by a local bottled water company. The distribution of the
number of ounces of water in the bottles is approximately normal. They took a
random sample of ten botles from one day's produCtion and weighed each bottle.
Construct and interpret a 95% Confidence interval for the mean weight of a bottle
Of water produced by the company.
15.91
16.08
16.08
15.94
16.02
25.94
15.96
16.03
15.82
15.96
The mean is supposed to be 16 oz, but the water-filling machine slips away from that
amount occasionally and has to be readjusted. IS there evidence that the machine
needs to be readjusted?
e Exin
Adapted from Dennis Williams (NMSI), Stu Stewart (MasterMathMentor.com) and
Coach G (Ihvarsitymath.com)
Transcribed Image Text:due. monday 3ta 3/29 VI Inference Homework: Confidence Interval for 1-sample means blł clg 3/2/6 Name: 1. A statistics class decided to estimate the average weight (in ounces) of a bottle Of water produced by a local bottled water company. The distribution of the number of ounces of water in the bottles is approximately normal. They took a random sample of ten botles from one day's produCtion and weighed each bottle. Construct and interpret a 95% Confidence interval for the mean weight of a bottle Of water produced by the company. 15.91 16.08 16.08 15.94 16.02 25.94 15.96 16.03 15.82 15.96 The mean is supposed to be 16 oz, but the water-filling machine slips away from that amount occasionally and has to be readjusted. IS there evidence that the machine needs to be readjusted? e Exin Adapted from Dennis Williams (NMSI), Stu Stewart (MasterMathMentor.com) and Coach G (Ihvarsitymath.com)
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