For the network information given below:

Construct an arrow diagram

Compute and tabulate the four activity dates $($EST$,$ EFT, LST$,$ and LFT$)$ and the total and free floats for each activity. Start calculation from zero

In the network, Identify critical activities, and critical path$($s$)$

Draw bar chart and generate project baselines $($Double S$-$curve$)$

Draw project recourses profile $($resources aggregation$)$

$\backslash$table$[[$I$,$J$,$Activity,duration,No$.$ labour$/$day$,$Total Cost $($$$)],[5,10,$S$,4,2,500],[5,15,$R$,3,3,600],[10,20,$A$,5,3,550],[10,25,$E$,2,2,400],[10,30,$d $1,0,0,0],[15,30,$G$,2,4,300],[15,35,$B$,1,3,500],[20,40,$d$2,0,0,0],[20,60,$L$,2,4,600],[25,40,$K$,2,3,500],[25,45,$d$3,0,0,0],[30,45,$C$,3,4,450],[30,50,$H$,6,1,500],[35,45,$d$4,0,0,0],[35,55,$J$,4,0,500],[40,65,$M$,6,4,300],[45,65,$d$5,0,0,0],[45,70,$T$,3,2,450],[50,65,$W$,3,1,300],[50,70,$d$6,0,0,0],[55,70,$X$,5,2,500],[60,75,$N$,6,3,300],[65,75,$P$,4,4,800],[70,75,$V$,4,2,400]]$