The Stryker Baseball Bat Company manufactures wooden and
aluminum baseball bats at its plant in New England. Wooden bats
produced for the mass market are turned on a lathe, where a piece
of wood is shaped into a bat with a handle and barrel. The bat is
cut to its specified length and then finished in subsequent
processes. A specific style of wooden bat is supposed to have a mean
barrel circumference of 9 inches with ±0.5 inches tolerance at its
thickest point.
The company is trying to buy a new machine to cut the bats due to a projected increase in sales. There are three different candidate machines that the company is trying to buy at different costs. The following table summarizes the process average, process standard deviation (SD), and purchase cost of each machine. Which machine, if any, should the company purchase (they are trying to buy the cheapest machine that can get the job done)?
Machine |
Average |
SD |
Purchase Cost |
1 |
9.35 |
0.14 |
$20,000 |
2 |
8.93 |
0.16 |
$18,000 |
3 |
9.00 |
0.18 |
$15,000 |
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