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4.5. Latin Square Design of Experiments
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Which of the following experimental designs can be utilized to study more factors without increasing the experimental units or runs?
10 points
Randomized Complete Block Design
Completely Randomized Design
Latin Square Design
Randomized Incomplete Block Design
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Latin Square Design of Experiments can be defined as
10 points
Two superimposed Graeco-Latin square design
Orthogonal design with three factors arranged on a square
A type of block design controlling the effect from nuisance factors in three directions
Any of the other choices is correct
Clear selection
What is the primary goal of a Latin Square Design?
10 points
Use a limited number of sample size
Use the same number of levels for each factor in the experiment as the consistency is highly desirable in the design of an experiment
Use the highest number of factors without increasing the sample size
Reducing experimental error
Clear selection
What is a limitation for the Latin Square Design?
10 points
The levels for each factor must be the same for this design
Cannot reduce the experimental errors
Cannot control systematic variations
Limited number of sample size does not produce enough statistical power of the test
Clear selection
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