Question

Since it is a 3 factor experiment, there are a total of 8 combinations. There are two replications per combination so there are a total of 16 data points. Analyze the data, determine which factors and interactions are significant, and build a model to predict the throw distance.


Low High Factor A: Pull back angle 140 160 Factor B: Tower Pin 2nd from top Top Factor C: Stopping pin 3rd from front4th from
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Answer #1

I have do this problem with the help of SPSS

x ta *Untitled1 [DataSetO] - IBM SPSS Statistics Data Editor File Edit View Data Transform Analyze Graphs Utilities Extension

x HHH Visible: 4 of 4 Variables var var var var var var var var 1 Univariate X Dependent Variable: OUTPUT Model. Contrasts...

From the above output
We can see that
P value of factor A is 0.853
The p value is grater than level of significance 0.05
Do not reject H0
So the factor A is insignificant
Like this compare all p value with level of significance

the all p value are grater than the level of significance
Factor B is insignificant
Factor c is also insignificant
Interaction effect AB is insignificant
Interaction effect Bc is insignificant
Interaction effect AC is insignificant
Interaction effect ABC is insignificant

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