An experiment has been conducted for four treatments with eight blocks. Complete the following analysis of variance table (to 2 decimals, if necessary and pvalue to 4 decimals). If your answer is zero enter "0".
Source of Variation  Sum of Squares  Degrees of Freedom  Mean Square  F  pvalue  
Treatments  900  
Blocks  400  
Error  
Total  1,700 
Solution:
Number of Block(r) = 8
Number of treatment (k) = 4
The complete ANOVA table be:
Source of Variance 
Sum of Squares 
Degrees of Freedom 
Mean Square 
F 
P Value 
Treatment 
900 
k1 = 43 = 3 
900/3 =300 
MST/MSE = 300/14.29=20.99 
0.0000* [For df1=3, df2=21] 
Blocks 
400 
r1 = 81 = 7 
400/7 = 57.14 
MSB/MSE =57.14/14.29= 4.00 

Error 
1,700(900+400) = 17001300 = 400 
(r1)*(k1) =(41)*(81) = 3*7 = 21 
400/21 = 19.05 

Total 
1,700 
3+ 7 +21 = 31 
*The P Value for test of treatment for (3,21) degrees of freedom is Pvalue = P(F>Fr) = 0.0000 is equivalent to 0.
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