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Parts Manufactured by an Injection Molding Process Are Subjected to a Compressive

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Parts manufactured by an injection molding process are subjected to a compressive strength test.We wish to monitor the compressive strength of the parts manufactured by this process using both Parts manufactured by an injection molding process are subjected to a compressive strength test.We wish to monitor the compressive strength of the parts manufactured by this process using both   <sub> </sub> and s charts.Samples of size 9 are to be taken at regular intervals,and their mean compressive strength (in psi = pounds per square inch) and standard deviation are plotted on the charts in time order.The target values for the compressive strengths are a mean of <font face= symbol ></font> = 80 psi and a standard deviation of <font face= symbol ></font> = 3 psi.The control chart constants are (partially) reproduced below.   Suppose at the time of sample 10,we observe a mean of 85 psi.What should we do? A) Declare the process out of control. B) Continue sampling-the process is still in control. C) Continue sampling,but increase the sample size to 16.The process is barely in control. D) Continue sampling,but reduce the sample size to 4.The process is well in control. and s charts.Samples of size 9 are to be taken at regular intervals,and their mean compressive strength (in psi = pounds per square inch) and standard deviation are plotted on the charts in time order.The target values for the compressive strengths are a mean of = 80 psi and a standard deviation of = 3 psi.The control chart constants are (partially) reproduced below. Parts manufactured by an injection molding process are subjected to a compressive strength test.We wish to monitor the compressive strength of the parts manufactured by this process using both   <sub> </sub> and s charts.Samples of size 9 are to be taken at regular intervals,and their mean compressive strength (in psi = pounds per square inch) and standard deviation are plotted on the charts in time order.The target values for the compressive strengths are a mean of <font face= symbol ></font> = 80 psi and a standard deviation of <font face= symbol ></font> = 3 psi.The control chart constants are (partially) reproduced below.   Suppose at the time of sample 10,we observe a mean of 85 psi.What should we do? A) Declare the process out of control. B) Continue sampling-the process is still in control. C) Continue sampling,but increase the sample size to 16.The process is barely in control. D) Continue sampling,but reduce the sample size to 4.The process is well in control. Suppose at the time of sample 10,we observe a mean of 85 psi.What should we do?


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