Question
In: Statistics and Probability
5. Compute the treatment Sum of Squares for the data presented in the table below. Here...
5. Compute the treatment Sum of Squares for the data presented in the table below. Here there are 3 observations in cell 1 and cell 2, but only 2 in cell 3. (It certainly can happen).
COMPUTE ONLY THE SUM of SQUARES FOR TREATMNET
|
Treatment 1 |
Treatment 2 |
Treatment 3 |
||
|
Measurements |
4, 8, 6 |
10, 10, 13 |
8, 5 |
Grand Average |
|
Averages |
6 |
11 |
6.5 |
= 8 |
SS Treatment =
6. In the following table, enter all data listed above in question 5, to be processed using the General Linear Model of Minitab. Note that the “Input” table is bigger than needed.
I Really just need help with the chart at the end, thanks!
Solutions
Expert Solution
5.
| Source | DF | Adj SS | Adj MS | F-Value | P-Value |
| Factor | 2 | 43.50 | 21.750 | 5.88 | 0.049 |
| Error | 5 | 18.50 | 3.700 | ||
| Total | 7 | 62.00 |
SS Treatment = 43.50
6. The chart is:
orchestra answered 2 years agoRelated Solutions
anova stats questions 1. If the treatment Sum of Squares is 400, and k=5, what is...
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1. If the treatment Sum of Squares is 400, and k=5, what is the
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3. What is the table value for F(11,46) when alpha =
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4. What is the lowest possible value for the F statistic?
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You are given an ANOVA table below with some missing entries. Source Variation Sum of Squares...
You are given an ANOVA table below with some missing
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Source
Variation
Sum
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Degrees
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Mean
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F
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1198.8
Between Blocks
5040
6
840
Error
5994
18
Total
27
a.
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Wal-Mart
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$408,214
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304,657
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A.(4) Obtain the ANOVA table that decomposes the regression sum
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A.(4) Obtain the ANOVA table that decomposes the regression sum of squares into extra sums of...
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Below is a data set presented in a Frequency Table Data Value Frequency Data value. Frequency...
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Failed to Germinate
1
39
9
2
54
34
3
88
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4
57
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A.
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The data presented in the table below resulted from an experiment in which seeds of 4...
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At the .05 level of significance, is the proportion of seeds
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Failed to Germinate
1
39
9
2
54
34
3
88
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4
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A student uses the given set of data to compute a least‑squares regression line and a...
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