Question

A process of manufacturing an item is in statistical control with

\overline{\overline{x}} = 250 and \overline{R} = 3.5.

The specification limits of the process are 200 ± 8 1.90. Calculate the process capability. Does it appear that the manufacturing process is capable of meeting the specification requirements? (d2 = 2.059)

16 Feb 2018
Answer :
Word Count : 153

Given,

x\bar\bar{} = 250

\bar{R} = 3.5

USL = 200 + 81.90

       = 281.90

LSL = 200 - 81.90

      = 118.10

\therefore  \sigma = \frac{\bar{R}}{d_{2}}

Here, it is given,

      d2

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