WebAssign for Devore's Probability and Statistics for Engineering and the Sciences, 9th Edition [Instant Access], Single-Term
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Chapter 10.2, Problem 16E

Reconsider the axial stiffness data given in Exercise 8. ANOVA output from Minitab follows:

Analysis of Variance for Stiffness
Source DF SS MS F P
Length 4 43993 10998 10.48 0.000
Error 30 31475 1049
Total 34 75468
Level N Mean StDev
4 7 333 .21 36.59
6 7 368.06 28.57
8 7 375.13 20.83
10 7 407 .36 44 .51
12 7 437.17 26.00
Pooled StDev = 32.3 9

Tukey’s pairwise comparisons

Family error rate = 0.0500

Individual error rate = 0.00693

Critical value = 4.10

Intervals for (column level mean) – (row level mean)

4 6 8 10
6 -85. 0
15.4
8 -92.1 -57.3
8.3 43.1
10 -124.3 -89. 5 -82.4
-23. 9 10. 9 18 . 0
12 -154.2 -119.3 -112.2 -80.0
-53. 8 -18. 9 -11. 8 20.4

a. Is it plausible that the variances of the five axial stiffness index distributions are identical? Explain.

b. Use the output (without reference to our F table) to test the relevant hypotheses.

c. Use the Tukey intervals given in the output to determine which means differ, and construct the corresponding underscoring pattern.

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Chapter 10 Solutions

WebAssign for Devore's Probability and Statistics for Engineering and the Sciences, 9th Edition [Instant Access], Single-Term

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