A. Apply
The diagram indicates that both Tasks A and D can begin immediately, since neither task has any other task as a prerequisite. Task A will require 8 days to complete, at which point Task B can begin. After another 5 days Task B will be completed, and Task C can then begin. Task C cannot begin earlier than 13 days into the project because both Tasks A and B are prerequisites to Task C. After 20 days (8 + 5 + 7 = 20), Task C will be completed. However, Task E cannot begin until Tasks C and D have been completed, and Task D needs 21 days to complete. Finally, Task E would require 5 additional days, bringing the least number of days required to complete the project to 26 (21 + 5 = 26).
The correct answer is 26.
B. Apply
As discussed above, Task C cannot begin until at least 13 days after the beginning of the project. The diagram indicates that Task C takes 7 days to complete, and if the number of days needed to complete Task C increased by 1 day, then the total number of days needed to complete Tasks A, B, and C would be 21 (8 + 5 + 8 = 21). However, since both Task C and Task D are prerequisites to Task E, the increase from 20 days to 21 days would not increase the total number of days needed to complete the project, because 21 days were already needed before Task E could begin.
The correct answer is remains the same.