In an industrial process, the diameter of a ball bearing is an important measurement. The buyer sets specifications for the diameter to be 3.0 ± 0.01 cm. The implication is that no part falling outside these specifications will be accepted. It is known that in the process the diameter of a ball bearing has a normal distribution with mean u = 3.0 and standard deviation o = 0.005. On average, how many manufactured ball bearings will be scrapped? Draw a distribution function curve and show the details on the diagram. Indicate all the details in writing.

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In an industrial process, the diameter of a ball bearing is an important measurement.
The buyer sets specifications for the diameter to be 3.0 + 0.01 cm. The
implication is that no part falling outside these specifications will be accepted. It
is known that in the process the diameter of a ball bearing has a normal distribution
with mean u = 3.0 and standard deviation o = 0.005.
On
average,
how
many manufactured ball bearings will be scrapped?
Draw a distribution function curve and show the details on the diagram. Indicate all the details in
writing.
Transcribed Image Text:In an industrial process, the diameter of a ball bearing is an important measurement. The buyer sets specifications for the diameter to be 3.0 + 0.01 cm. The implication is that no part falling outside these specifications will be accepted. It is known that in the process the diameter of a ball bearing has a normal distribution with mean u = 3.0 and standard deviation o = 0.005. On average, how many manufactured ball bearings will be scrapped? Draw a distribution function curve and show the details on the diagram. Indicate all the details in writing.
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