Suppose that an observation X is drawn from a distribution with the following p.d.f.: f(x|0) = { for 0 < x <0, 0 otherwise. Also, suppose that the prior p.d.f. of @ is e-0 for 0 > 0 §(0) = 5 = { 0 € - 0 otherwise. Determine the Bayes estimator of @ with respect to (a) the mean squared error loss function and (b) the absolute error loss function.