$\backslash$table$[[$F$,$C$,3],[$G$,$B$,$ C$,5],[H,F,4],[$J$,$D$,$ H$,],[$K$,$G$,$ H$,],[$L$,$E$,$ G$,7],[$M$,-,3],[$N$,$L$,$ M$,5],[$P$,$J$,$ K$,10],[$Q$,$L$,$ N$,6],[$R$,$P$,$ Q$,8]]$

Based on the information given in the case, answer the following questions. Show all work that you need to arrive at your answers.

a$)$ Develop the activity precedence diagram.

b$)$ Determine the minimum cycle time, the maximum cycle time.

c$)$ What will be the producaton rate per day if minimum cycle time is used? maximum cycle time is used?

d$)$ In order to meet the projected demand what should be the cycle time?

$3$

e$)$ What is the theoretical number of minimum workstations?

f$)$ Assign work elements according to the most following tasks rule.

g$)$ Assign work elements according to the greatest positional weight rule.

h$)$ Assign work elements according to the shortest processing time rule.