A bin contains seven parts. The probability that any part in the bin is defective is 3.5E-3. If one part is selected at random from the bin, what is the probability that it is defective? Please explain equation used and steps to solve the problem.

Solution Summary

This shows how to find the probability of defective parts given certain constraints.

... that on one of its assembly lines, the defective part rate is 60000 PPM (Parts Per Million), corresponding to a probability of producing a defective part of 6 ...

... 5% of the upper parts are defective; 4% of the mid parts are defective; 1% of the lower parts are defective. What is the probability that a machine is non ...

1. If 10% of a population of parts is defective, what is the probability of randomly selecting 80 parts and finding that 12 or more parts are defective? ...

... that the sample contains exactly two defective parts? ... for the calculation of binomial and Poisson probabilities. ... cumulative XP(X) probability 0 0.90392 0.90392 ...

... economic growth is 0.30, the the probability of low ... and assuming that the economi probabilities that the US ... Works (Process A) produces of which are defective. ...

... the process for determining the probability of observing ... This probabilities are solved in the context of a ... conditioners, there are 3 with defective thermostats ...

Understanding Probability. ... for several years and has found that 10% of the parts must be returned because they are defective. An order of 25 parts is received. ...

... of n =20, at most 1 defective is accepted, ie, either there should be 0 defective or 1 defective part(s). Hence, likelihood of acceptance == probability that 0 ...

... Let X be the number of defective parts. ... n = 3 and p = 2/6 = 1/3. The probability mass function ... x) = nC xpx (1 − p )n − x . The probabilities for different ...

... what is the probability of getting a defective bulb on the second draw if the first bulb was defective? c) Are the probabilities computed in parts a and b ...