What are the mean and standard deviation of the probability density function given by p(x)k=sinx for x∈[0,π], in terms of k, with k being a constant such that the cumulative density across the range of x is equal to 1?
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What are the mean and standard deviation of the probability density function given by p(x)k=sinx for x∈[0,π], in terms of k, with k being a constant such that the cumulative density across the range of x is equal to 1?
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