Please. Answer....

(h) 2 points If A is Lebesgue measure and (Un)n is a sequences of independent random variables, uniformly distributed in the unit interval [0, 1], the law of A. En=1 2-"Io,1/2) (Un) is not absolutely continuous with respect to 1; B. _ 2 . 3-"I1/2,1] (Un) is not absolutely continuous with respect to 1; C. En=1 2-"10,1/2) (Un) is absolutely continuous with respect to 1; D. En=1 2-"(0,1/3) (U15) is a discrete random variable