3. Suppose that the pdf of a random variable X is fx(x) = मातेलावेला 0 < x < 1 1 < x < 2 2/ 3*, 2

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3. Suppose that the pdf of a random variable X is fx(x) = मातेलावेला 0 < x < 1 1 < x < 2 2/ 3*, 2

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3. Suppose that the pdf of a random variable X is fx(x) = मातेलावेला 0 < x < 1 1 < x < 2 2/ 3*, 2<x<3 0, otherwise 2' a) Find the cdf of X. (2 Points) b) Find P(0.5 < X <2.5) using the pdf of X. (2 Points)
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