$\backslash$table$[[$Activity$,$Duration,ES$,$EF$,$LS$,$LF$,$Slack$],[$A$,0,3,,3,0,],[$B$,3,8,5,10,,],[$C$,3,10,3,10,,],[$D$,10,13,10,13,,],[$E$,,,13,12,17,4],[$F$,,13,17,13,17,],[$G$,,10,12,15,17,],[$H$,5,17,22,17,22,]]$

Time left $2$:$02$:$32$

A$.$ Complete the table for Duration and slack $(13$ marks$).$

B$.$ Identify the critical Activities, critical path and the duration of the project. $(4+2+1$ marks$).$

C$.$ If the variation on the project is $4$ weeks. What would be the probability of completing the project in two weeks more than, two weeks less than and on the project Duration. marks