Question $2(40$ points$).$ Using the data below, create the project schedule using normal times. Determine the order in which you would crash the project one day, two days, and so on until it is in an all$-$crash mode. Identify how much it would cost for each day you crash the schedule.

Activity Predecessor Normal Time Normal Cost Crash Time Crash Cost

A $122009350$

B A $83008300$

C A $92507450$

D B $64005600$

E B$,$ C $51504225$

F C $105009650$

G D$,$ E$,$ F $84006900$

Create a project Schedule network using normal time and paste it below $($Use ppt to draw or you can draw $($by hand$)$ the network, take picture, and paste to answer section$)$:

Create the crash schedule until it is in an all$-$crash mode below $($create more rows if necessary$)$:

Steps Duration Act Crashed Crash Cost Cummulative Crash Cost

Normal

$1$

$2$

$3$

$4$

$5$

$6$