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In a certain process, steel bars are manufactured and subjected to a torsion test. Bars are considered acceptable if they support at least 15 lb-ft. Currently the process produces bars that support on average 15.23 lb-ft with a variance of 0.04 lb-ft ^ 2
a)what proportion of the bars will not be able to meet the specifications
b)if we take a sample of 50 bars, how many are expected to fail the test
c)if we wish that no more than 5% of the bars fail the specification, where we must place the average
d)If we select a bar at random and know that it meets the specification, what is the probability that it is above 15.2 lb-ft?
e) If 20 lots are removed from a batch with thousands of bars and the test is rejected and the batch is rejected if any of these fails the test, what is the probability of rejecting the batch?
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