a) Determine the critical path by filling the table below What is the length of this project in days? (Please keep an integer)Assume that each activity, except 1 and 2, can be crashed up to 2 days at a cost equal to the activity number. (E.g. activity 6 normally takes 6 days, but could be crashed to 5 days for a cost of $6, or to 4 days for a total of $12.) Determine the least-cost 26-day schedule without changing the critical path, what is the total crash costs? In the project shown below, activities are represented by arrows, and the number for each activity also indicates its normal duration (in days).Activity12a) Determine the critical path by filling the table below3456789310ES6EF47LS9LF10Float

To find: The critical path and the length of the project.

Answered: termine the critical path by filling…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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a) Determine the critical path by filling the table below
What is the length of this project in days? (Please keep an integer)
Assume that each activity, except 1 and 2, can be crashed up to 2 days at a cost equal to the activity number. (E.g. activity 6 normally takes 6 days, but could be crashed to 5 days for a cost of $6, or to 4 days for a total of $12.)

Determine the least-cost 26-day schedule without changing the critical path, what is the total crash costs?

In the project shown below, activities are represented by arrows, and the number for each activity also indicates its normal duration (in days).
Activity
1
2
a) Determine the critical path by filling the table below
3
4
5
6
7
8
9
3
10
ES
6
EF
4
7
LS
9
LF
10
Float

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