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Control charts on X and S are to be maintained on the torque reading of a bearing used in a wingflap actuator assembly. Samples of size n-8 are to be used, and we know from past experience that when the process is in control, bearing torque has a normal distribution with mean μ-: 80 inch-pounds and standard deviation σ center line and control limits for these control charts -12 inch-pounds. Find the center line and control limits for these control charts.

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Answer:

Central line will be mean =80 inch pound

Upper control lmit = 80+3*sigma =80+3*12=116

Lower control lmit = 80-3*sigma =80-3*12=44

Step-by-step explanation:

Central line will be mean =80 inch pound

Upper control lmit = 80+3*sigma =80+3*12=116

Lower control lmit = 80-3*sigma =80-3*12=44

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User Cinderella
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