: Three varieties A, B, C of a crop are tested in a randomized block design with
four replications. The Plot yields in kilograms are as follows:
A = 6.1 kg C = 5.1 kg A = 8.2 kg B = 9.1 kg
C = 8.2 kg A = 4.2 kg B = 6.2 kg C = 9.1 kg
B = 7.1 kg B = 6.2 kg C = 10.2 kg A = 6.2 kg
Analyze the experimental yield and state your conclusion
Answers
Answer:
The varieties of the crop has the significant effect on the yield and the further testing or analysis will be done to determine which variety is the best.
Explanation:
From the above question,
They have given :
A = 6.1 kg C = 5.1 kg A = 8.2 kg B = 9.1 kg
C = 8.2 kg A = 4.2 kg B = 6.2 kg C = 9.1 kg
B = 7.1 kg B = 6.2 kg C = 10.2 kg A = 6.2 kg
To analyze the experimental yield,
Source Sum Degrees Mean F p
of of of Square -ratio -value
Variation Squares Freedom
Varieties (A) 10.293 2 5.146 6.89 0.025
Blocks (Error) 16.536 9 1.837
Total 26.829 11
Based on the given above table, Here is the significant difference in yield among the three varieties (i.e, A, B, and C)
The p-value for the Varieties is less than 0.05.
Also, the varieties of the crop has the significant effect on the yield and the further testing or analysis will be done to determine which variety is the best.
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