0.1 for j = 5,7,9 P(X = j) = 10.35 for j = 6,8 a. Use the discrete uniform distribution on {5,6,7,8,9} to generate 10,000 values of X using acceptance-rejection. i. What value of c did you use? On average, how many candidate values must be generated in order to get 10,000 values of X? ii. Give estimates of the probability mass function iii. Construct a 2-panel figure where one panel is the relative frequency histogram of the simulated discrete uniform RVs and the other panel is the relative frequency histogram of the accepted X's. Use the same bins and axis scales. Briefly discuss 0.1 for j = 5,7,9 P(X = j) = 10.35 for j = 6,8 a. Use the discrete uniform distribution on {5,6,7,8,9} to generate 10,000 values of X using acceptance-rejection. i. What value of c did you use? On average, how many candidate values must be generated in order to get 10,000 values of X? ii. Give estimates of the probability mass function iii. Construct a 2-panel figure where one panel is the relative frequency histogram of the simulated discrete uniform RVs and the other panel is the relative frequency histogram of the accepted X's. Use the same bins and axis scales. Briefly discuss