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Management of Melodic Kortholt Company Compared Absenteeism Rates in Two

Question 12

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Management of Melodic Kortholt Company compared absenteeism rates in two plants on the third Monday in November. Of Plant A's 800 employees, 120 were absent. Of Plant B's 1200 employees, 144 were absent. MegaStat's results for a two-tailed test are shown below. p1p20.150.12p (as decimal)  120/800144/1200p (as fraction)  120.144.X8001200n0.03 sample difference 0.00 hypothesized difference 0.01545 std. error  x.xx  z .0522 p-value (two-tailed)  \begin{array} { | r r l | } \hline p 1 & p 2 & \\0.15 & 0.12 & \mathrm { p } \text { (as decimal) } \\120 / 800 & 144 / 1200 & \mathrm { p } \text { (as fraction) } \\120 . & 144 . & \mathrm { X } \\800 & 1200 & \mathrm { n } \\& & \\0.03 & \text { sample difference } & \\0.00 & \text { hypothesized difference } & \\0.01545 & \text { std. error } & \\\text { x.xx } & \text { z } & \\.0522 & \text { p-value (two-tailed) } & \\\hline\end{array} At ? = .05, the two-tailed test for a difference in proportions is:


A) just barely significant.
B) not quite significant.
C) not feasible due to nonnormality.

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