Q$3$

Using the table that follow, schedule the project based on two resource constraints. All relationships between the activities are finish$-$to$-$start and the lags are zero. You are asked to update the schedule based on the resource constraint $($a bar chart schedule$).$

$\backslash$table$[[$Activity$,$Predecessor,Duration,Resource Rate$/$Day$],[$Resource I,Resource II$],[A,$Start,$4,3,10],[$B$,A,1,8,5],[$C$,A,3,6,4],[\frac{?}{\text{b}\text{a}\text{r}}(D),$B$,5,7,8],[E,$C$,$I,I,$3],[F,$D$,$E$,4,9,2],[$Finish$,G,,,],[,$A Available R$,$rce,$10,12]]$