Question
On a Thursday, Jeanie decided that she would like to have a dinner party for a few of her colleagues and was wondering if Saturday
On a Thursday, Jeanie decided that she would like to have a dinner party for a few of her colleagues and was wondering if Saturday was a feasible day to have the party or not. She wanted to get an idea of how many hours of work she would need to do to make a reasonably fancy dinner ready by 6 PM on Saturday. She decided to create a project network based on the activities she thought were essential for doing this. Help her identify the critical path by creating a project network and activity schedule (show work in your submission file in the last question of this problem set) and answer the following questions.
Immediate | Time | |||
Activity | Description | Predecessor | Hours | |
A | Choosing dishes/recipes | -- | 2 | |
B | Inviting and confirming # of people | -- | 2 | |
C | Making ingredient list | A | 1 | |
D | Making shopping list | B, C | 1 | |
E | Going for shopping | D | 2 | |
F | Making the meal | E | 5 | |
G | Setting the Table | F | 0.5 |
- The total time (in hours) for Jeanie to complete all the required tasks is
- If Jeanie can spare 4 hours on Friday and 8 hours Saturday, can she complete all her tasks? Answer Yes/No.
- The critical path includes all the activities on her list. Answer Yes/No.
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