Unit $4$ Assignment $$ Chapter $12$

Please follow the assignment $($Question Q$12\mathrm{.}2$ in the textbook $$ Chapter $12$ Section $12\mathrm{.}8$ Practice Problems and Selected Solutions$)$ and review the guidelines below for submitting your assignment:

$12345678910$

$1$

$2$ X

$3$ X

$4$ X

$5$ X

$6$ X

$7$ X

$8$ X

$9$ X X

$10$ X X

Table Summary: A table lists activity from $1$ to $10.$

Activity $12345678910$

Time $54851124762$

Table Summary: A table of ten activities and time required for each activity.

Q$12\mathrm{.}2(10$ Activities$)$ Consider the dependency matrix and the activity durations provided above.

Build a project graph, visually depicting the evolution of this project using AON. $[12\mathrm{.}2]$

Find the critical path. What is the earliest time that the project can be completed? $[12\mathrm{.}4]$

For each activity, compute the late start, the late completion, and the slack time. $[12\mathrm{.}5]$

$($Guidelines$)$

Submit as a Word.doc $($or Excel$)($Note: If I cannot view as a submission, it will get a zero grade. Links are not the same as an uploaded document, and links to a Google doc or other source does not always give me something I can grade and give feedback$).$ Make sure to put your name on the document $($title page$).$

Answer a$)$ by completing an AON graph.

Answer b$)$ by noting in writing the critical path and completing a table for each path and calculate critical path.

Answer c$)$ by completing a table for each path and calculate slack. Table should include a list of each activity and contain the following headings: Duration, EST, ECT, LCT$,$ LST$,$ Slack. $($Note: This table should support your answer for b$).$