Part $1$: The Mach $10$ is a one$-$person sailboat manufactured by Creative Leisure. The final assembly plant is in Cupertino, California. The assembly area is available for production of the Mach $10$ for $200$ minutes per day. The rest of the time is busy making other products. The daily demand is $60$ Mach $10$ boats. Given the information in the table,

a$.$ Draw the precedence diagram.

b$.$ Calculate the maximum cycle time. $($round to nearest $1$ decimal$)$

c$.$ What is the theoretical minimum number of workstations. $($round to nearest $1$ decimal$)$

d$.$ Assign tasks to workstations.

e$.$ Calculate the efficiency of the assembly line using your answer to part b$.($report as percent with $1$ decimal XX$.$X$\%)$

f$.$ What is the idle time per boat produced?

$\backslash$table$[[$TASK$,\backslash$table$[[$PERFORMANCE TIME$],[($min$)]],\backslash$table$[[$TASK MUST FOLLOW TASK LISTED$],[$BELOW$]]],[$A$,1,$A$],[$B$,1,$A$],[$C$,2,$C$],[$D$,1,$C$],[$E$,3,$C$],[$F$,1,$D$,$ E$,$ F$],[$G$,1,$B$],[$H$,2,$G$,$ H$],[$I$,1,]]$