What is the decision? a.Need not to reject H0 b.Reject H0 c.Accept H1 d.Do second test e.None of the above   What is the conclusion? a.We are 95% confident that the average content of sacks of a powdered raw material is not equal to 50 kg. b.We are 95% confident that the average content of sacks of a powdered raw material is less than 50 kg. c.We are 95% confident that the average content of sacks of a powdered raw material is greater than 50 kg. d.We are 95% confident that the average content of sacks of a powdered raw material is 50 kg. e.None of the above

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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What is the decision?
a.Need not to reject H0
b.Reject H0
c.Accept H1
d.Do second test
e.None of the above
 
What is the conclusion?
a.We are 95% confident that the average content of sacks of a powdered raw material is not equal to 50 kg.
b.We are 95% confident that the average content of sacks of a powdered raw material is less than 50 kg.
c.We are 95% confident that the average content of sacks of a powdered raw material is greater than 50 kg.
d.We are 95% confident that the average content of sacks of a powdered raw material is 50 kg.
e.None of the above
Test the hypothesis that the average weight of the sacks of a powdered raw material is 50 kg if the
contents of a random sample of 12 sacks are 50.2, 49.3, 50.1, 49.24, 49.37, 50.24, 49.09, 50.35, 49.08,
49.72, 50.21, and 49.67 kg. Use a 0.05 level of significance and assume the distribution of contents is
normal.
Transcribed Image Text:Test the hypothesis that the average weight of the sacks of a powdered raw material is 50 kg if the contents of a random sample of 12 sacks are 50.2, 49.3, 50.1, 49.24, 49.37, 50.24, 49.09, 50.35, 49.08, 49.72, 50.21, and 49.67 kg. Use a 0.05 level of significance and assume the distribution of contents is normal.
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