Problem $\backslash$#$1$: $(30$ points$)$

Imagine on this project you have only two resources, who have the exact same skills and can do any of the tasks, and when assigned to a task, their time is $\backslash (100\backslash \%\backslash )$ dedicated to the task.

Use the tab "Problem $1$ Solution" to provide two schedules:

$(1)$ Develop the schedule for the project and highlight any period where there are resources over$-$allocation issues.

$(2)$ If there are periods that you have over$-$allocated resources, then solve the over$-$allocation issue and present a plan that is feasible. Given this simple project, present a feasible plan that results in the shortest time possible to complete the project.

Part A: Fill in the values for crash cost$/$day$.$

Note: You don't need to submit the network diagram, but it is strongly recommended that you make a network diagram to use as you decide how many paths you have, their length, and then as you crash activities. Scroll down to see Parts D$,$ E$,$ and F$.$

Part B:

You must include all possible paths in the table to the left. Under the column with "Path" heading, list the sequence of activities that makes each of the paths $($For example, KLMN and KPQR$,$ etc.$)$ There may be more rows than needed.

Highlight which path$($s$)$ is$/$are critical $($change font size, or font color, or fill the cells with highlight$).$ We must clearly be able to see that you have identified the critical path$($s$).$ The same is true for all following steps. $26$ Part D: Compress the schedule by crashing twice. Each crash should reduce the completion time by $1$ day.

Part D:

You must include all possible paths in the table.

$1$st Crash $-$ Reduce the project completion time by $1$ day.

$2$nd Crash $-$ Reduce the project completion time by $1$ day.

The table to the left should show what you have crashed in each step and the costs. Update path durations as you crash. $($Watch the video "Advance Crashing" found under the "Extra Videos" in Canvas, Module $5.$ Or$,$ watch the Live Session recording to complete the table correctly.

Part E: Compress the schedule by TWO more days. Each crash should reduce the completion time by $1$ day.Show your work in the tal

Part E:

You must include all possible paths in the table.

$3$rd Crash $-$ Reduce the project completion time by $1$ more day.

$4$th Crash $-$ Reduce the project completion time by $1$ more day.

The table to the left should show what you have crashed in each step and the costs. Update path durations as you crash. $($Watch the video on "Advance Crashing" found under the "Extra Videos" in Canvas, Module $5.$ Or$,$ watch the Live Session recording to complete the table correctly. Part F: Compress the schedule to the shortest possible time for this project. Each crash should reduce the completion time by $1$ day. Show your work in the table. $($There maybe more columns$/$rows than needed.$)$