2. Let X, Y be independent random variables uniformly distributed on the intervals (0, 2) and (-1,0). respectively. Find the probability density function and the expectation of the random variable ZX-Y
2. Let X, Y be independent random variables uniformly distributed on the intervals to 2] and [-1.0], respectively. Find the probability density function and the expectation of the random variable Z = X-Y.
2. Let X, Y be independent random variables uniformly distributed on the intervals (0, 2) and (-1,0). respectively. Find
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2. Let X, Y be independent random variables uniformly distributed on the intervals (0, 2) and (-1,0). respectively. Find
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