Find a constant C such that p(x, y) = (C(4x-y + 3) if 0x 2 and 0
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Find a constant C such that
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p(x, y) = (C(4x-y + 3) if 0x 2 and 0 y 3 0 otherwise is a probability distribution and calculate P(X 1; Y 2).
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For px y to be a probability distribution we need L LPxy d Solving we see ff p...View the full answer
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