A manufacturing company wants to maximize profits on products $A, B$, and $C$. The profit margin is $\$ 3$ for $A, \$ 6$ for $B$, and $\$ 15$ for $C$. The production requirements and departmental capacities are as follows:

-What is the maximum profit if the capacity of the painting department changes to 40,000 hours?
A) $\$ 95,000$
B) $\$ 60,000$
C) $\$ 225,000$
D) $\$ 120,000$

Question

A manufacturing company wants to maximize profits on products $A, B$, and $C$. The profit margin is $\$ 3$ for $A, \$ 6$ for $B$, and $\$ 15$ for $C$. The production requirements and departmental capacities are as follows:
 
-What is the maximum profit if the capacity of the painting department changes to 40,000 hours?
A) $\$ 95,000$ 
B) $\$ 60,000$ 
C) $\$ 225,000$ 
D) $\$ 120,000$

Quizplus · Accepted Answer

The maximum profit is determined by the capacity constraint of the painting department. If the capacity changes to 40,000 hours, the profit calculation must consider this new constraint, leading to a maximum profit of $\$ 225,000$.

A Manufacturing Company Wants to Maximize Profits on Products A,BA, BA,B

A Manufacturing Company Wants to Maximize Profits on Products $A, B$