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Please view attached image for info Problem 3.1 (10 points) Let X and Y be two independent, geometrically distributed random variables with success probability pe

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Problem 3.1 (10 points) Let X and Y be two independent, geometrically distributed random variables with success probability pe (0, 1). Compute the random variable E[X? | X + Y] as a function in X + Y. Hint: You may use the fact that 1. 2 (n - 1)n(2(n - 1) + 1) 6

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