In Example 13.2 (Jaw), show that the conditional distribution of (β | = O) is normal with mean vector and covariance matrix as given. Give a transformation of a uniform(0, 1) random variable that...

In Example 13.2 (Jaw), show that the conditional distribution of (β | = O) is normal with mean vector and covariance matrix as given.

Give a transformation of a uniform(0, 1) random variable that produces a random variable with density proportional to exp{c + dx} over the interval (a, b).