5.1. The following output was obtained from a computer program that performed a two-factor ANOVA on a factorial experiment. Two-way ANOVA: y versus, A, B Source DF MS F P A 0.322 B 80.554 40.2771 4.59 Interaction Error 12 105.327 8.7773 Total 17 231.551 (a) Fill in the blanks in the ANOVA table. You can use bounds on the P-values. (b) How many levels were used for factor B? (c) How many replicates of the experiment were per- formed? (d) What conclusions would you draw about this experi- ment?
5.1. The following output was obtained from a computer program that performed a two-factor ANOVA on a factorial experiment. Two-way ANOVA: y versus, A, B Source DF MS F P A 0.322 B 80.554 40.2771 4.59 Interaction Error 12 105.327 8.7773 Total 17 231.551 (a) Fill in the blanks in the ANOVA table. You can use bounds on the P-values. (b) How many levels were used for factor B? (c) How many replicates of the experiment were per- formed? (d) What conclusions would you draw about this experi- ment?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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Question

Transcribed Image Text:5.1. The following output was obtained from a computer
program that performed a two-factor ANOVA on a factorial
experiment.
Two-way ANOVA: y versus, A, B
Source
DF
MS
F
P
A
0.322
B
80.554
40.2771
4.59
Interaction
Error
12 105.327
8.7773
Total
17
231.551
(a) Fill in the blanks in the ANOVA table. You can use
bounds on the P-values.
(b) How many levels were used for factor B?
(c) How many replicates of the experiment were per-
formed?
(d) What conclusions would you draw about this experi-
ment?
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