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1) Leah's Toys makes rubber balls. The current process is capable of prodicing balls that weigh on average 3 ounces with a standard deviation of .25 ounces. What is the PCR, assuming upper and lower tolerance limits of 3.5 and 2.5 ounces. Is Leah's able to meet the tolerance limits 99.7% of the time? Explain.
2) Suppose Leah's Toys invests in process improvements that lower the standard deviation in Problem 2 to just .10 ounces. Is this enough for Leah's to achieve Six Sigma levels with regards to the weight of the balls? Explain.
At a local Costco, there are exactly 4 types of ink-jet printers. The weekly demand for printers is estimated to be normally distributed with mean 360. The 4 brands have equal market share on average at that Costco, and the standard deviation of d..
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