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A certain professor holds office hours on Wednesday afternoon. Suppose the number of calculus students who come is Poisson with parameter 2, while the number
A certain professor holds office hours on Wednesday afternoon. Suppose the number of calculus students who come is Poisson with parameter 2, while the number of probability students who come is Poisson with parameter 3, independent of the number of calculus students. If, on some Wednesday, only one student comes to office hours, what is the probability that it's a probability student? (Please enter your answer as a decimal, correct to three places.)
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