An electronic company sells two kinds of speakers, the Tweeter and the Boomer, manufacturing at most 160 speakers each week. Each Tweeter takes 3 hours to build, and
each Boomer takes 6 hours. Each week, they hire workers for at most 720 hours. They
gain $50 in profit for each Tweeter the make, and $74 profit for each Boomer they make.
How many of each speaker should they make to maximize profit?
Say what your variables represent in words. Then write the profit function and system
of constraints (inequalities).