A company produces a product with the upper specification limit of 22 inches long and the lower specification limit of 18 inches. The process that produces the product has an average length of 19 inches with a standard deviation of 0.4 inches. What is the process capability ratio/index
Answers: 3
= Â 19 inches
 = 0.4 inches
![= Min[\dfrac{USL - \bar X}{3(\sigma)}, \dfrac{\bar X - LSL}{3( \sigma)}]](/tpl/images/0703/4837/038ef.png)
![= Min[\dfrac{22 - 19}{3(0.4)}, \dfrac{19- 18}{3( 0.4)}]\\](/tpl/images/0703/4837/2efc0.png)
![C_{pk }= Min[\dfrac{3}{1.2}, \dfrac{1}{1.2}]\\](/tpl/images/0703/4837/e6e5f.png)
![C_{pk }= Min[2.5 \ ,\ 0.83]\\](/tpl/images/0703/4837/04902.png)
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