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Suppose that a bowl contains 10 chips each uniquely numbered 0 through 9 The chips are thoroughly…

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Suppose that a bowl contains 10 chips each uniquely numbered 0 through 9 The chips are thoroughly mixed, one is drawn and the number on it, X1is noted. This chip is not replaced in the bowl. A second chip is drawn and the number on it, X2 is noted. Compute P(W = ω) for every real number ωwhen W = X1 +10X2