(a) Complete the table above for all activities' Expected Times and Time Variance columns. Show your work. ( 2 points) (b) Draw the moving network diagram in the space below. (4 points) The Center for Information Technology at University of Ottawa has outgrown its office in the Morisset Library and is moving to Lees Campus, which has a new building with more space. The move will take place during the 3-week break between the end of summer semester and the beginning of fall semester. Movers will be hired from the university's physical plant to move the furniture and files that will be packed. The IT center has hired a local retail computer firm to move its office computers so they won't be damaged. Following is a list of activities, their procedure relationships, and probabilistic time estimates (in days) for this project: (c) Complete the table below for the moving of IT center: Determine the Earliest Start Time (ES), Earliest Finish Time (EF), Latest Start Time (LS), Latest Finish Time (LF), and the Slack time for each of the activities. ( 6 points)