A factory makes a product that has a manufacturing process consisting of tasks $A,$dots,$K$ that must be completed in an order that obeys a set of precedence requirements. The following table reports the performance time in minutes$/$unit and the preceding task$($s$)$ for tasks $A,$dots,$K.$

$\backslash$table$[[$Task$,$Performance Time,Preceding Tasks$],[$A$,5,$NA$],[$B$,2,$NA$],[$C$,5,$A$],[$D$,7,$A$,$ B$],[$E$,5,$B$],[$F$,4,$C$],[$G$,7,$F$],[$H$,8,$D$,$ E$],[$I$,7,$H$],[$J$,3,$E$],[$K$,5,$G$,$ I, K$]]$

The precedence network is:

These tasks have been assigned to six workstations as follows:

Station $1$ is assigned tasks A and $C$

Station $2$ is assigned tasks $B$

Station $3$ is assigned tasks $D$ and $E$

Station $4$ is assigned tasks $F$ and $G$

Station $5$ is assigned tasks $H$ and I

Station $6$ is assigned tasks $J$ and $K$

he line will operate for $6$ hours each day. Answer the following questions:

What is the cycle time for this configuration? $15$ X The answer is a whole number.

hat is the total idle time per cycle for this configuration?

umber.

$32$

The answer is a whole

hat is the percent efficiency for this configuration?

unding. $64$ Report as a whole number by$.$

hat is the number of units of output per day for this configuration?

nole number by rounding.

$24$

Report as a

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