Bob is the owner of a home improvement store. He has hired you
to check his machine’s calibration prior to starting production on
a large order. To check this, you set the machine to create 1.5
inch bolts and manufacture a random sample of 200 bolts. That
sample of bolts has an average length of 1.521 inches with a
standard deviation of 0.204 inches.
Does this sample provide convincing evidence that the machine is
working properly or should it be shut down for repairs?
as p value is not significantly low ; we can not reject null hypothesis
we do not have convincing evidence that the machine is not working properly.
IT should not be shut down for repairs,
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