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Descriptive Statisticshard
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A continuous random variable XXX has a probability density function f(x)=kx(1−x)f(x) = kx(1-x)f(x)=kx(1−x) for x∈[0,1]x \in [0, 1]x∈[0,1]. Let E[X]E[X]E[X] and Var(X)Var(X)Var(X) be the mean and variance of XXX. Which of the following statements are correct regarding the distribution of XXX?