The Wooly Wonder Company makes t-shirts and hats. It makes a profit of $4 on t-shirts and $5 on hats. It takes 10 minutes to print a shirt and 15 minutes to dry it. It takes 16 minutes to print a hat and 12 minutes to dry it. There are 20 hours (1200 minutes) of time available for printing and 20 hours available to dry them. How many of each should be made to maximize profits, and what is that profit? Define the variables and what are the constraints. also, what is the objective function? and please show your steps to get the answer.
