$\backslash$table$[[,6\mathrm{.}5,,11],[,5,$A$,12\mathrm{.}5],[$C$,7,A,B,4],[$B$,4,$None,$0],[$A$,3,$None,$1]]$

b$.$ Every week of delay in the project costs your company $$750.$ Suppose you know the following: $(1)$ Activity $E$ can be crashed by $1$ week, at a cost of $$1,750,(2)$ activity B can be crashed by $1\mathrm{.}0$ week, at a total cost of only $$150$; and $(3)$ activity C can be crashed by $1$ week, at a cost of $$2,250.$

Management should crash activity$(-$ies$)$

The company will save $ $($Enter your response as a whole number.$)$

$(1)$ Time Remaining: $01$:$16$:$16$

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