A new fertilizer has been developed to increase the yield on crops, and the makers of the fertilizer want to better understand which of the three formulations (blends) of this fertilizer are most effective for wheat, corn, soybeans and rice (crops). They test each of the three blends on one sample of each of the four types of crops. The crop yields for the 12 combinations are as shown. Determine if there is a significant difference at 0.01 level of significance. Crops (Factor B) Factor A Wheat Corn Soy Soy (Blend) Blend A 123 138 151 110 140 Blend B 145 165 167 Blend C 156 176 185 175

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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(Do not supposed to assume replication.)
Help me in this Factorial Anova problem
PLEASE PROVIDE THE ANOVA TABLE!

Problem 2
A new fertilizer has been developed to increase the yield on crops, and the
makers of the fertilizer want to better understand which of the three formulations
(blends) of this fertilizer are most effective for wheat, corn, soybeans and rice
(crops). They test each of the three blends on one sample of each of the four
types of crops. The crop yields for the 12 combinations are as shown. Determine
if there is a significant difference at 0.01 level of significance.
Crops (Factor B)
Factor A
Wheat
Corn
Soy
Soy
(Blend)
Blend A
123
138
110
151
Blend B
145
165
140
167
Blend C
156
176
185
175
Transcribed Image Text:Problem 2 A new fertilizer has been developed to increase the yield on crops, and the makers of the fertilizer want to better understand which of the three formulations (blends) of this fertilizer are most effective for wheat, corn, soybeans and rice (crops). They test each of the three blends on one sample of each of the four types of crops. The crop yields for the 12 combinations are as shown. Determine if there is a significant difference at 0.01 level of significance. Crops (Factor B) Factor A Wheat Corn Soy Soy (Blend) Blend A 123 138 110 151 Blend B 145 165 140 167 Blend C 156 176 185 175
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