Question 16 Fill in the Nova table. Source of variation Sum of squares Degrees o
ID: 3435797 • Letter: Q
Question
Question 16
Fill in the Nova table.
Source of variation Sum of squares Degrees of Freedom Mean Squares F-Test Statistic
Treatment 484 2
Error 5022 28
Total
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Complete the ANOVA table by filling in the missing values.
Source of variation sum of squares Degrees of Freedom Mean Squares F-Test Statistic
Treatment 484 2 ? ?
Error 5022 28 ?
Total ? ?
(Type an integer or decimal rounded to three decimal places as needed)
Explanation / Answer
given
Source of variation sum of squares Degrees of Freedom Mean Squares F-Test Statistic
Treatment 484 2 ? ?
Error 5022 28 ?
Total ? ?
we have to fill values at places of Qustion mark
so'
total sum of square=treatment sum of square + error sum of square=484+5022=5506
DF of Total =DF of Treatment + DF of error =2 +28 =30
Mean sum of square of treatment = treatment sum of square /Df of treatment = 484/2=242
Mean sum of squre of error =Error sum of square /DF of Error =5022/28 =179.357
F statistics =mean sum of square of treatment /mean sum of square of error =242/179.357 =1.349
so filled table is as follows
Source of variation sum of squares Degrees of Freedom Mean Squares F-Test Statistic
Treatment 484 2 242 1.349
Error 5022 28 179.357
Total 5506 30