Please help to solve this probability problem. The numbers on the line (excluding the question numbers like 1. 2. and 3.
Posted: Mon Nov 15, 2021 10:26 am
3. Fill in the blanks The random variable X is uniformly distributed on (0,1). The random variable Y is the optimal discretizer/quantizer of X over the subintervals (0, }) and (3,1). What is the value of Y when X E (0,)? Ans: 1.0.17 (2 decimal places) What is the value of Y when Xe [], 1)? 2. 0.67 (2 decimal places) E[(Y-X)2] = 3. 0.03 (2 decimal places) Ans: