INSTRUCTIONS: Submit a work, excel, and$/$or PDF document that addresses the following questions and actions.

An activity$-$on$-$node precedence diagram is shown below. The labor resources for each activity are shown within the diagram. If there are a maximum of $8$ laborers available for the project, calculate the following:

Build a resource$-$loaded schedule $($bar chart format$).$

The total project duration without considering the resource constraint is:

Which days exceed the $8$ laborer constraint?

The minimum total project duration considering the $8$ laborer constraint for each day is:

Assuming Activity $A,B,$ and C $,$ has no labor constraint per day $($i$.$e$.$ it is not necessary for all the laborers to work the same day, however, the total amount of work is still the same$).$ Is there a way project can finish on time, without extending it$?$ If yes, how?

please do it urgently.

please follow strictly instructions