Construction of a random variable (and its distribution
function) with mixed distribution (uniform and exponential)
Q.2 Suppose we are given a fair coin, a uniform random variable X on (0,1), and an exponen- tial random variable Y with mean 1, which are all independent. Construct a random variable whose distribution is the equal mixture of the uniform distribution and the exponential dis- tribution, and write down its distribution function.
Construction of a random variable (and its distribution function) with mixed distribution (uniform and exponential)
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