Question $9$

$4$ pts

Consider consecutive processes $ABCD,$ where process A hasa a ceparaty of $27$ units per hour, $B$ has a capacity of $0\mathrm{.}4$ units per minute, Chas a capacity of $30$ units per hour, while process $D$ has a capacity of $0\mathrm{.}6$ units per minute. According to the Theory of Constrints, where would an operations manager want to have an inventory butter? Assume the mothel demand exceeds available capacity.

After process D

In front of process $D$

In front of process $C$

In front of process $B$

In front of process $A$