Consider a firm that makes bags of Jelly Belly jellybeans. For each$$ bag, the upper spec limit is $367367$jellybeans$,$ the lower spec limit is $334334$jellybeans$,$ and the standard deviation of the process is $4$ jelly beans.

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Part $1$

$$a$)$ If the mean$($target$)$ of the process is $350$ jellybeans, is the process$$ capable?

Cpk $=$min$($enter your response here$,$enter your response here$)=$ enter your response here $($round your responses to three decimal$$ places$).$

Because Cpk is$($greater than$/$less$$ than$)$ greater thangreater than $1,$ the process$($is$/$is not$)$ isis capable.

$$b$)$ If the mean$($target$)$ of the process is $340$ jellybeans, in the process$$ capable?

Cpk$=$min$($enter your response here$,$enter your response here$)=$ enter your response here $($round your responses to three decimal$$ places$).$

Because Cpk is$($greater than$/$less$$ than$)$ less thanless than $1,$ the process$($is$/$is not$)$ is notis not capable.