Question: Y1 is a continuous uniform random variable taking values from -2 to 2. Y2 is an independent uniform random variables taking values from 0

Y1 is a continuous uniform random variable taking values from -2 to

Y1 is a continuous uniform random variable taking values from -2 to 2. Y2 is an independent uniform random variables taking values from 0 to 4. Z = max (Y1, Y2). H = min (Y1, Y2). -Find the CDF and PDF of Z -Find the mean and variance of Z -Find the CDF and PDF of H -Find the mean and variance of H

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x (b) Correlation = 0.85 andpredicted y =

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