You want to compare two manufacturing processes. From a previous student, we believe the defective proportion...
You want to compare two manufacturing processes. From a previous student, we believe the defective proportion in the first process to be somewhere round 0.1 and the defective proportion in the second process is around 0.15. We want to know whether the defective rates are different between the two manufacturing processes. We desire a power of at least 80% and a 10% significance level. How many products do we need in each group to run this experiment within these parameters?
In the previous question, other things being the same, what is the sample size if we want to know whether the defective rate from the first process is smaller than that from the second manufacturing process?
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You want to compare two manufacturing processes. From a previous
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g
through L
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in the two previous problenms we are able to enore theffets l lat The distance away from the dipole is much bigger than the distance between the two charges in the dipole. The distance between the two charges in a dipole is never important. The distance away from the dipole is much smaller than the distance between the two charges in the dipole. . The net charge of a dipole is zero London Dispersion forces are a weak form of...
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g
through L
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