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.

Problem $\backslash$#$2$: $(45$ points$)$

The tab "Problem $\backslash$#$2$ Crashing" has the information for the project. Answer questions $"$A$"$ to $"$ F $"$ by completing the tables. Make sure to scroll down to find Parts D$,$ E$,$ and F$.$ Assume an indirect cost of $\backslash (\backslash$mathbf$\{\backslash$$ $300/$ d a y$\}\backslash ).$

Complete the tables and write up your narrative in the text box provided. Create a schedule based on the precedence diagram only. See if this results in any resources being over$-$allocated.

Create the schedule that resolves any over$-$allocation issues.

Note:

Don't use task splitting, or change the level of resources they need.