For the task network shown in the diagram below, perform the following: Task B 5 days Task C 2 days Task A 2 days Task D 5 days Task F 5 days Task E 6 days d. Transform the task diagram to a calendar schedule (include week ends) based on the following assignment. You can use Project Libre or complete a similar table in Excel where the times can be shaded. (6 marks) . Task A - Jill Task B - Tom Task C-Jill Task D-Sam Task E-Susan Task F-ken . . Activity Days of the week Team member M T W Th F Sa S M T W Th F Sa S M T 3 Th A B C Jill Tom Jill Sam Susan Ken D E F e. f. Assuming that the people can be interchanged in the performance of the tasks, do you need to employ all those people? How many extra people are there? (2 marks) Rework the calendar schedule to use the minimum number of employees without elongating the schedule where people are no longer restricted to a single task (i.e. Jill could do tasks B & C as they are sequential). There are multiple solutions that are possible that minimize the number of people. Show the results in a calendar format. (6 marks) Activity Team member Days of the week M T w Th F Sa S M T W Th F Sa S M w - Th g If Task B were a special task that only Tom could perform, then what would your calendar schedule from (f) look like? (2 marks) Activity Days of the week Team member E M . T W Th F Sa S M T Th F Sa S MT W Th