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A- uniformly distributed on -x-1- B- uniformly distributed on -y-1- C-.pdf

The document discusses random variables a, b, c, and d, which are uniformly distributed over specific intervals. It poses a question about determining the probability that the sum of a and c is greater than the sum of b and d. This involves analyzing the relationships and distributions of these variables.

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A: uniformly distributed on [x,1] B: uniformly distributed on [y,1] C: uniformly distributed on [0,1] D: uniformly distributed on [0,1] What is the probability that A+C > B+D?

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A- uniformly distributed on -x-1- B- uniformly distributed on -y-1- C-.pdf

  • 1.
    A: uniformly distributedon [x,1] B: uniformly distributed on [y,1] C: uniformly distributed on [0,1] D: uniformly distributed on [0,1] What is the probability that A+C > B+D?