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$\backslash$table$[[$Activity$,$Normal time in Days,Normal cost in $5,$Crash time in Days,Crash cost in sper Day$],[$A$,3,600,2,450],[$B$,1,100,-,],[$C$,$S$,3000,3,600],[$D$,2,2000,-,],[$E$,4,1200,2,300],[$F$,1,300,-,250],[$G$,4,1600,2,200],[$H$,10,4000,3,],[$J$,2,800,-,150],[$K$,4,2200,3,]]$

$($Note: Read the table in the following manner: activity A can be compressed by one day from three days to two days, etc$)$

You are required to compress the schedule TWICE and determine the outcomes of each compression.

Outcomes of the first compression:

Compress Activits by Days

Revised time Days

Direct costs $=$$

Indirect: $($Overhead$)$ costs $=$$

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