A molding machine prepares a certain kind of car spare part with a target
diameter p = 42.23 mm. The machine has some variability, so the standard
deviation of the diameter is o = 0.003 mm. A sample of 10 spare parts is
inspected each hour for the process control purposes and record are kept of
the sample mean diameter. What will be the mean and standard deviation of
the number recorded?
"\\mu _{\\bar{x}}=\\mu =42.23\\\\\\sigma _{\\bar{x}}=\\frac{\\sigma}{\\sqrt{n}}=\\frac{0.003}{\\sqrt{10}}=0.000948683"
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