Please solve for problem e)

2) (6 points) Draw the CPM network and determine the completion time, the critical path and the slack times for this project. a) Completion Time = b) Critical Path is c) Fill in slack times on table. d) If you could (magically) cut any activity time in half with the goal of decreasing the overall project completion time as much as possible, which activity should you cut and what would be the new project completion time? If I cut " G " in half and it turns into 4 that will cut the completion time to 23 days which is 4 days shorter. e) Reconsider problem 2), disregarding part 2d) (where one of the activity times has been cut in half). Assume you can decrease a total of 100% off of activity times. For example, you could cut activity H by 100% from 8 down to 0 ; or you could cut each of the 10 activities by 10%(1010%=100%); or you could cut activities B and C each by 50% from 9 down to 4.5(250%=100%). Any combination of decreases that add up to 100% is allowed. What is the optimal way to allocate the 100% that minimizes the project completion time? Describe how you approached this