Find the moving ranges of adjacent observations

Reference no: EM131428839

Milling Operation. A student group studied a milling operation used in the production of a screen fixture mounting. Of primary importance was a "deviation from flatness" measurement. The units of measurement were .001 in. In the past, deviations from flatness had an average of 2.45 and a standard deviation of 1.40. What do the values of these and the fact that deviation from flatness cannot be negative suggest about the plausibility of a normal model for deviation from flatness? For what follows temporarily put aside any misgivings you might rightly have.

(a) Set up standards given control limits for process location. (Monitoring is to be done on the basis of subgroups of size one.)

(b) Ten consecutive mountings produced the deviation from flatness values below (units are .001 in).

Together with the limits in (a), use these data values to make a control chart for monitoring process aim. Has there been a process change away from the standards? Why or why not?

(d) Make a retrospective individuals chart using the moving ranges and grand average of the 10 data values. Give the center line and control limits. What do you conclude based on this chart?

Reference no: EM131428839

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