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A discrete random variable x has pdf below: | x | 1 | 2 |... | Filo
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SOLVED: Let X be a random variable with pdf f(x) = kx",-1 < x < 1. Find Var(X) (round off to second decimal place):
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SOLVED: True and FalseFor continuous random variables, P( X ≤ x)doesn't equal P( X < x),similar to how probabilities work with discrete randomvariables.The antiderivative of the PDF will not always equal the CDF.For f(x) to be a valid PDF, integrating f(x) dx over thesupport of X must be equal to 1.
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