Question: Suppose the cumulative distribution function (CDF) of continuous random variable X is defined as follows: ()=()=113F(x)=P(Xx)=113x, where 0x0. What is (>1.25)P(X>1.25) ?

Suppose the cumulative distribution function (CDF) of continuous random variable X is defined as follows:

()=()=113F(x)=P(Xx)=113x, where 0x0.

What is (>1.25)P(X>1.25) ?

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