wing information is relevant

Mi

s$.$t$.$

constraint $A$

constraint $B$

Cdepends on $A$

$D$ depends on $C$

D depends on $B$

Edepends on D

$F$ depends on $E$

G depends on C

$G$ depends on $B$

H depends on $G$

$H$ depends on $F$

finish time for $H$

maximum crashing for $A.$

maximum crashing for $B$

maximum crashing for $C$

maximum crashing for $D$

maximum crasthing for $E$

meximum crsshing for $F$

maximum crashing for $G$

maximum crashing for $H$

$($b$)$ Solve the linear programming model and make the minimum cost crashing decisions. What is the amount of crash time $($in weeks$)$ for each activity?

What is the added cost $($in dollars$)$ of meeting the $16-$week completion time?

$$5550$

$($c$)$ Develop a complete activity schedule based on the crashed activity times