Perform a Monte Carlo Simulation for the following project. Activity A has the following discrete distribution: P(X=x) 10 0.0101 11 0.0771 12 0.2309 13 0.3457 14 0.2591 15 0.0771 Activity B uses an exponential distribution with a mean of 10.55. Activity C is normally distributed with a mean of 6.8 and a standard deviation of 1.4. Activity D is normally distributed with a mean of 7.9 and a standard deviation of 1.6. Enter the activity durations in the following table, based on the random numbers provided. Answers should be to two decimal places. Activity A Activity B Activity C and Activity D Random Number Duration Random Number Duration Random Numbers Activity C Duration Activity D Duration X2 10.936 10.39 Number X1= u1=0.017 |u2=0.088 Number Number 10.608 10.809 Number X1= u1=0.423|u2=0.067 Number X2= Number 10.156 10.906 Number X1= u1=0.86 u2=0.561 Number X2= Number 0.785 0.692 Number X1= u1=0.641 u2=0.798 Number |X2- Number 10.891 10.444 Number X1 |u1=0.195 uz=0.291 Number |X2= Number X2= 10.428 10.204 Number X1 |u1=0.264 |u2=0.633 Number 65 Number X2 0.542 0.007 Number X1- ||u1=0.042||u2=0.136 Number Number X2 10.565 10.072 Number uy=0.627u2=0.8 X1- Number Number 0.047 10.925 Number X 15 luy=0.305|u=0.268 Number X2 Number X1= X2 10.385 10.843 Number u1=0.995|u2=0.42 Number Number Note: the durations for activity A should be larger for larger random numbers, while the durations for activity B should be smaller for larger random numbers. Please ignore the icons next to activity A, they are there because a more sophisticated question type is needed for Maple TA to calculate the correct answers