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Question
Three assembly lines are used tom produce a certain component for an airliner. To examine the production rate, a random sample of six hourly periods is chosen for each assembly line and the number of components produced during these periods for each line is recorded. Then output from a statistical software package is:
Summary
Groups Count Sum Average Variance
Line A 6 250 41.66667 0.266667
Line B 6 260 43.33333 0.666667
Line C 6 249 41.5 0.7
ANOVA
Variation SS df MS F p-value
Between 12.33333 2 6.16667 11.32653 0.00101
Within 8.166666 15 0.54444
20.499997 17
A. Use a .01 level of significance to test if there is a difference in the mean production of the three assembly lines.
B. Develop a 99 percent confidence interval for the difference in the means between line A and line C.
Submitted: 489 days ago.
Category: Math
Value: $9
Status: CLOSED
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Optional Information
Optional Information:
Subject: Statistics
Accepted Answer
a)
Since the p-value = 0.00101 < 0.01 we reject H0 and conclude that there is a difference in the mean production of the three assembly lines.
b)
95% CI (assuming equal variances):
μ(A) - μ(C) = xbar - ybar ± t(2*6-2, 0.01/2) * Sp*sqrt(2/n) = 41.66667 - 41.5 ± 3.169*0.695222*sqrt(2/6) = (-1.105, 1.439)
Sincerely,
Sk1llz
Expert:
Sk1llz
Pos. Feedback:
100.0 %
Accepts:
Answered:
7/22/2008
Mastermind
Mathematics, Statistics and Physics
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