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suppose x1 and x2 are real valued variables with f as their common density function. suppose (x1 x2) is s sample generated by these random variables the expectation of the no of observation in the sample will fall within a specified interval [a b] is
(integral of f(x) over a and b)^2
x^2f(x)dx over a b
2(f(x)dx over a and b)
xf(x)dx over a b
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