Week $9$ Assignment $-$ Crashing a Project

please hand draw them so it is easier for me to see the answer

Complete the worksheets below to calculate the total costs for each duration of the project. In each worksheet:

$-$ Fill in the values in all boxes, including the letter x where appropriate

$-$ Respond everywhere you see an underscore $($the cost questions and the question at the end$)$

$-$ Highlight the box$($es$)$ for the activities that you crashed

$-$ Add emphasis to arrows to show the critical path$($s$)($see example and note in the first worksheet below$).$

Project duration: $17$ time units $($indirect costs, $\backslash (\backslash$$ $\backslash$mathbf$\{2200\}\backslash ))$

With the exception of the costs, I've completed this first worksheet for you. This worksheet shows the normal times, so I did not highlight any of the boxes.

Total direct cost for this duration:

Total project cost for this duration:

To add emphasis to the arrows on the critical path $($as shown in the worksheet above$)$:

$1.$ Click on the arrow to select it $($or use Ctrl$+$Click to select multiple arrows$)$

$2.$ Click the Format tab on the ribbon

$3.$ Click the Shape Outline dropdown arrow

$4.$ Point to Weight, and click the $\backslash (\backslash$mathbf$\{3\}\backslash )$ pt option

$5.$ Repeat for all arrows on the critical path$($s$).$

Steps might vary slightly in different versions of Microsoft Word. Project duration: $16$ time units $($indirect costs, $\backslash$$$2000)$

Total direct cost for this duration:

Total project cost for this duration:

Project duration: $15$ time units $($indirect costs, $\backslash (\backslash$$ $\backslash$mathbf$\{1800\}\backslash ))$ Project duration: $14$ time units $($indirect costs, $\backslash$$$1650)$

Total direct cost for this duration:

Total project cost for this duration:

Project duration: $13$ time units $($indirect costs, $\backslash (\backslash$$ $\backslash$mathbf$\{1500\}\backslash ))$

Total direct cost for this duration:

Total project cost for this duration: Project duration: $12$ time units $($indirect costs, $\backslash$$$1450)$

Total direct cost for this duration:

Total project cost for this duration:

Project duration: $11$ time units $($indirect costs, $\backslash$$$1400)$

Total direct cost for this duration:

Total project cost for this duration:

No need to crash beyond this point. Just respond to the following question:

What is the optimum cost$-$time point for the project $($i$.$e$.$ the duration that produces the lowest overall cost$)?$ Provide the number of time units and the total project costs for that time unit.