A) Testing two machines, we want to test if the variance of the two machines is the same. The following two samples are obtained n1= 10, s1^2=35.12 and n2=8, s2^2%3D28.97 • Find the FO statistic • Test the corresponding hypothesis (reject or fail to reject) • Construct a 95% CI_ <=sigma1^2/sigma2^2<=

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Question 1
A) Testing two machines, we want to test if the variance of
the two machines is the same. The following two
samples are obtained
n1= 10, s1^2%3D35.12 and n2=8, s2^2=28.97
•Find the FO statistic
• Test the corresponding hypothesis (reject or fail to
reject)
• Construct a 95% CI
<=sigma1^2/sigma2^2<3
B) Two production lines are tested. We want to prove that
both lines have the same proportion of defectives given
the following:
n1=400, x1=20, n2=350, x2=15 defectives
• What is ZO:
• What is the P-value
• Find 95% CI
<=p1-p2<3
*** Round to four Decimal***
Transcribed Image Text:Question 1 A) Testing two machines, we want to test if the variance of the two machines is the same. The following two samples are obtained n1= 10, s1^2%3D35.12 and n2=8, s2^2=28.97 •Find the FO statistic • Test the corresponding hypothesis (reject or fail to reject) • Construct a 95% CI <=sigma1^2/sigma2^2<3 B) Two production lines are tested. We want to prove that both lines have the same proportion of defectives given the following: n1=400, x1=20, n2=350, x2=15 defectives • What is ZO: • What is the P-value • Find 95% CI <=p1-p2<3 *** Round to four Decimal***
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