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A Manager Records the Production Output of Three Employees Who

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A manager records the production output of three employees who each work on three different machines for three different days. The sample results are given below and the Minitab results follow.  Employee  A  B  C  I 16,18,1915,17,2014,18,16 Machine  II 20,27,2925,28,2729,28,26 III 15,18,1716,16,1913,17,16 ANALYSIS OF VARIANCE ITEMS  SOURCE  DF  SS  MS  MACHINE 2588.74294.37 EMPLOYEE 22.071.04 INTERACTION 415.483.87 ERROR 1898.675.48 TOTAL 26704.96\begin{array}{l}\begin{array} { r r c c c } & &&{ \text { Employee } } \\& & \text { A } & \text { B } & \text { C } \\& \text { I } & 16,18,19 & 15,17,20 & 14,18,16 \\\text { Machine } & \text { II } & 20,27,29 & 25,28,27 & 29,28,26 \\& \text { III } & 15,18,17 & 16,16,19 & 13,17,16\end{array}\\\\\text { ANALYSIS OF VARIANCE ITEMS }\\\begin{array} { l r r r } \text { SOURCE } & \text { DF } &{ \text { SS } } &{ \text { MS } } \\\text { MACHINE } & 2 & 588.74 & 294.37 \\\text { EMPLOYEE } & 2 & 2.07 & 1.04 \\\text { INTERACTION } & 4 & 15.48 & 3.87 \\\text { ERROR } & 18 & 98.67 & 5.48 \\\text { TOTAL } & 26 & 704.96 &\end{array}\end{array} Assume that the number of items produced is not affected by an interaction between employee and machine. Using a 0.05 significance level, test the claim that the choice of employee has no effect on the number of items produced.


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