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Tricky Probability! (or impossible)

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Suppose that we have 3 independent events (Students that they are attending lectures)
P(a) = .10 P(b) = .17 and P(c) = .23

What is the probability that during a school day that two of these events (students) are attending the lessons while a third is not.

I am asking if it’s possible to calculate this, as there is no info given about who is attending what.


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