The continuous random variable X has cumulative distribution function F given by for for for . Part a] is to find , which I found as 0.0625, the next part is to find the median of X. How is that done?
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Originally Posted by db5vry The continuous random variable X has cumulative distribution function F given by for for for . Part a] is to find , which I found as 0.0625, the next part is to find the median of X. How is that done? Find the value of x such that F(x) = 1/2, that is, solve for x over the domain .
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