A randomized block design has three levels of factor A and f

A randomized block design has three levels of factor A and five levels of factor B where six replicates for each combination are examined. The results include the following sum of square terms:


  

Construct an ANOVA table. (Leave no cells blank - be certain to enter \"0\" wherever required. Round \"p\" value to 3 decimal places and all other answers except \"df\" and \"SS\" to 2 decimal places.)


  

A randomized block design has three levels of factor A and five levels of factor B where six replicates for each combination are examined. The results include the following sum of square terms:

SST = 1,517 SSA = 1,019 SSB = 358 SSAB = 38 Use Table 4

Solution

ANOVA

Source of Variation

SS

df

     MS

    F

p-value

F crit at 1%

SSA

1019

2

509.50

364.64

0.000

4.91

SSB

358

4

89.50

64.05

0.000

3.59

SSAB

38

8

4.75

3.40

0.002

2.77

   Within

102

73

1.40

   Total

1517

89

ANOVA

Source of Variation

SS

df

     MS

    F

p-value

F crit at 1%

SSA

1019

2

509.50

364.64

0.000

4.91

SSB

358

4

89.50

64.05

0.000

3.59

SSAB

38

8

4.75

3.40

0.002

2.77

   Within

102

73

1.40

   Total

1517

89

A randomized block design has three levels of factor A and five levels of factor B where six replicates for each combination are examined. The results include t
A randomized block design has three levels of factor A and five levels of factor B where six replicates for each combination are examined. The results include t

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