Process Analysis with multiple flow units

Consider a process consisting of $5$ resources that are operated $8$ hours per day.

The process works on $3$ different products A$,$ B$,$ and C:

Demand for the $3$ different products is as follows: $40$ units$/$d $($product A$)$; $50$

units$/$d $($product B$)$; $60$ units$/$d $($product C$).$

Questions

$1.$ What is the bottleneck?

$2.$ What is the flow rate for each flow unit assuming that demand must be

served in the mix described above?

$7$

Resource No$.$ of

workers

Processing Time

for A $[$min$./$unit$]$

Processing Time

for B $[$min$./$unit$]$

Processing Time

for C $[$min$./$unit$]$

$12555$

$22345$

$311500$

$41033$

$52666$