Problem 2: A clothing company makes short-sleeve and long-sleeve shirts. Each long-sleeve shirt nets the company $4 in profit, and each short-sleeve shirt nets the company $3. Each shirt must be processed by two sewing machines-Machine I and Machine II. Long-sleeve shirts require 3 minutes on Machine I and 1 minute on Machine II. Short-sleeve shirts require 2 minutes on each machine. Every day, Machine I is available for 10 hours and Machine II is available for 7 hours. How many shirts of each type should the company produce each day so as to maximize profits? Problem 2: A clothing company makes short-sleeve and long-sleeve shirts. Each long-sleeve shirt nets the company $4 in profit, and each short-sleeve shirt nets the company $3. Each shirt must be processed by two sewing machines-Machine I and Machine II. Long-sleeve shirts require 3 minutes on Machine I and 1 minute on Machine II. Short-sleeve shirts require 2 minutes on each machine. Every day, Machine I is available for 10 hours and Machine II is available for 7 hours. How many shirts of each type should the company produce each day so as to maximize profits