The difference between the upper specification and the lower specification for a process is 0.60 . The standard deviation is 0.05 . Based on the given information, the process capability ratio, \( C_{p}=2.00 \) (round your response to two decimal places). Based on the process capability ratio \( \left(C_{p}\right) \) for the given information, one can say that the process is to produce within the design specifications.

A process capability ratio \( C_{p} \) of 2.00 indicates that the process is capable, meaning it can produce output within the specified limits with a good amount of room to spare. This ratio suggests that the variation in the process is relatively small compared to the allowable range, ensuring a quality product that meets design specifications consistently. Moreover, achieving such a high \( C_{p} \) value typically means that a company has implemented effective quality control measures and that the process is well-maintained. This can lead to higher customer satisfaction, reduced waste, and ultimately, improved profitability. It’s a win-win for any organization striving for excellence in manufacturing!