Question: Let X be a random variable with distribution function F and Y be another random variable which is defined as where a and b are

Let X be a random variable with distribution function F and Y be another random variable which is defined asX, Y = b, if X a, if X > a,

where a and b are two real numbers. Write the distribution function FY of Y in terms of F, and b.

X, Y = b, if X a, if X > a,

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