
Jason L. answered 10/04/16
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P(Computer works) = 13/15
P(Doesn't work) = 2/15
We can solve with the binomial distribution.
1) P(2 computers work | 2 selected) = 2C2 * (13/15)^2 * (2/15)^0 = .751
2) P(at least 1 works | 2 selected) => which is really 1 - the probability that none work
1 - [2C0 * (13/15)^0 * (2/15)^2] = 1 - .018 = .982