Question $1$

ABC Company has a plant for meat processing. The factory can produce $4,700$ packs per day. The effective capacity is $4,300.$ The actual output is $4,076$ packs. The factory has $5$ production lines which operate $6$ days per week $(6{?}^{th}$ day is half$-$day$),$ with one $8-$hour shift per day. Compute for the following:

$\backslash$table$[[-$Design capacity in a month$],[-$Efficiency per day$],[-$Utilization per week and month$],[-$Evaluate and explain the results of the Utilization per month$]]$

$\backslash$table$[[$Question $2.,.,2,,.],[$Job$,$Job time,Due date,,$],[$A$,13,45,,],[B,10,16,,.],[$C$,7.,22,,],[$D$,5,17,4,],[$E$,14,39,,],[F,17,27,,],[$G$,11,19,,],[\backslash$table$[[$The table contains information concerning the $7$ jobs that are arrived and awaiting processing at a$],[$work center. Determine the sequence using LPT$,$ EDD & CR$.$ Then compute the Avg. job in the$],[$systems and lateness, and utilization. What is your conclusion?$]],]]$