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What is Functions of Random Variables Explained about?

This document discusses functions of random variables. It defines a function of a random variable Y as g(X) where X is a random variable and g is a function. If g is a Borel function, then Y will also be a random variable. The distribution and probability density functions of Y can be determined from those of X. Examples are provided of linear (Y=aX+b) and quadratic (Y=X^2) functions of X to demonstrate how to derive the distributions of Y from the distribution of X.

Author

Mohammed Shiful

Language

EN