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

1. The total time (in hours) for Jeanie to complete all the required tasks is 25
2. If Jeanie can spare 4 hours on Friday and 8 hours Saturday, can she complete all her tasks? Answer Yes/No. NO
3. The critical path includes all the activities on her list. Answer Yes/No. YES

I have completed the problem but want to make sure my critical path and problems are correct. Please show work and present a critical path that is used to finish the problem