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Suppose you know the values of : Mean = E ( X ) and Variance =...

Suppose you know the values of : Mean = E ( X ) and Variance = V(X) of a variable X in a given population. Indicate how you will construct T1 and T2 such that P( T1 < Xf < T2 ) = 0.9 (approximately), where X¬f is the value of X you will observe on the individual you will draw randomly from the population. Assume that you know X0 ≠ Xf , which is a realized value of X. [Do not assume that X is normal.]

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