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If XXX and YYY are independent random variables where X∼U(0,4)X \sim U(0, 4)X∼U(0,4) and Y∼U(0,4)Y \sim U(0, 4)Y∼U(0,4), what is the probability P(X+Y<2)P(X + Y < 2)P(X+Y<2)?