A study was done on the effect of 4 different sprinkler types of
runoff depth (in men). Each of four sprinklers was tested on
each of 4 different days. It is primarily of interest to determine
whether runoff depth varies with sprinkler type.
Here are the data associated with this problem:
1) Compute the treatment effect for the first level in your
factor of interest (Sprinkler type). The mean of all 16 numbers is
4.14.
2) Write an equation that can be used to model this
situation.
3) Predict the average runoff depth for Sprinkler A tested on
the first day of the experiment.
4) Does the ANOVA model provide enough evidence that average
runoff differs by your treatment variable?
PLEASE ANSWER ALL PARTS OF THE QUESTION. THANK YOU!!
wien Collums We We have evidence. munoff depth Sprinkler type. Day 1 Day 2 Day 3 8.3 7.8 10.7 6.5 3.7 7.7 1.8 0.5 1.7 0.7 0.1 0.1 Sprinkler TOORTH at The P-value can Xreject the null hypothesis. to suggest the varies depending an the ANOVA Day 4 Source SS df 10.6 Rows 200.4919 3 3.6 Columns 8.426875 3 2.2 Error 12.94063 9 0.3 Total 221.8594 15 Page 5 of 6 F P-value 46.47964 8.39E-06 1.953586 0.191622 6
A study was done on the effect of 4 different sprinkler types of runoff depth (in men). Each of four sprinklers was test
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A study was done on the effect of 4 different sprinkler types of runoff depth (in men). Each of four sprinklers was test
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