Part 2 (Theoretical Analysis): Compute the expected value, variance, and standard deviation of the random variable X. See the additional notes for discussion on these computations, in brief: P(X=i) = the probability of rolling something other than a 1 ! )-times, then rolling a 1 on the ith throw. Make a table for the first 10 values: PX=1 PX=1 PX=20 1 . P X=1 2 . P X=1 20 . P X=20 1 . P X =1 2- . P X =1 . . 20- . P( X=0) 20 20 Use this to compute Li . P(X=i) and Ei . P (X=i) and then use these to get a i=1 i=1 rough approximation of E[X] and var X = E X? -(Ex])