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solution_assignment5

# solution_assignment5 - Miami ﬁlament ataxia 1.D12 2.003...

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Unformatted text preview: Miami ﬁlament ataxia: 1 .D12 2 .003 3 .06? 4 .2ﬂ2 Total .234 min. Narmal time {.284} {1.135} .298 mianiece Standard time = .298 (1.2ﬂ} z .358 min.fpiece . .353 min. hr. _ . Placesfhour = 1ft PC 1 [ED min.) — 163 Elecesfhr. —-— Std. Laborflﬁﬂ pas. = {%1 {1—213} = \$2.93 35.? 9min - 1hr. I: pass. Std. hrleﬂD pcs. r 1 =59? hrsJC pea. 2. a} A plot of the data shows a cyclic pattern that is generally level and regular. -11 Month -n--mnn Demand mmmnm-m_ 12 9? h} The moving average method would tend to give a forecasted value that always "lagged" the actual demand pattern. The exponentially weighted moving average method would do better. but would still tend to lag. A single regression equation fitted to the entire set of data would simply give a constant forecast of approximately 93 units per month. However, straight line segments could be fitted to each portion of the demand pattern, and this would give fairly good results. In fact. straight lines can be fitted 'hv eye" to each portion of the plotted data and extended into the future. ...
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