If you can please graph the equations, with everything shaded in and LIST the (constraints)! Thank you!!!!!

Question

A manufacturer of cell phones makes a profit of $25 on a deluxe model and $30 on a standard model. The company wishes to produce at least $80 deluxe models and at least 100 standards models per day. To maintain high quality, the daily production should not exceed 200 phones. How many of each type should be produced daily in order to maximize the profit?

Answer 1

Graph the inequalities:

d + s ≤ 200

d ≥ 80

s ≥ 100

Locate corner points where 25d + 30s is greatest.