The industry standard specifies that a 500 ml can of beer must contain at least 480 ml and at most 520 ml of beer. The quality management team at a beer manufacturing plant has been monitoring the volume of beer filled in 500 ml cans for 7 days, and concluded that the filling process is in control, follows a normal distribution and is centred on the target value of 500 ml. The standard deviation of filling weights is estimated to be equal to 4.5 ml. Find and interpret the value of the C, capability index.

MATLAB: An Introduction with Applications
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The industry standard specifies that a 500 ml can of beer must contain at least 480 ml and at most
520 ml of beer. The quality management team at a beer manufacturing plant has been monitoring
the volume of beer filled in 500 ml cans for 7 days, and concluded that the filling process is in control,
follows a normal distribution and is centred on the target value of 500 ml. The standard deviation of
filling weights is estimated to be equal to 4.5 ml. Find and interpret the value of the C, capability
index.
Transcribed Image Text:The industry standard specifies that a 500 ml can of beer must contain at least 480 ml and at most 520 ml of beer. The quality management team at a beer manufacturing plant has been monitoring the volume of beer filled in 500 ml cans for 7 days, and concluded that the filling process is in control, follows a normal distribution and is centred on the target value of 500 ml. The standard deviation of filling weights is estimated to be equal to 4.5 ml. Find and interpret the value of the C, capability index.
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