1. A clothing manufacturer makes two types of t-shirts, plain and with a logo. The profit on the plain t-shirt is $4 and the profit on the logo t-shirt is $5. To meet demand the company must manufacture at least 40 plain and 60 logo t-shirts per week. The company cannot support making more than 240 shirts combined per week. How many of each type of shirt should be made to maximize weekly profit? What is the maximum weekly profit?

Question

1.	A clothing manufacturer makes two types of t-shirts, plain and with a logo. The profit on the plain t-shirt is $4 and the profit on the logo t-shirt is $5. To meet demand the company must manufacture at least 40 plain and 60 logo t-shirts per week. The company cannot support making more than 240 shirts combined per week. How many of each type of shirt should be made to maximize weekly profit? What is the maximum weekly profit?