Try to model the following situation as an LP (linear program). Clearly identify parameters, decision variables, objective function and constraints. If you can try to model it in GENERAL form (do not use numbers, just letters and symbols). You work at a shirt manufacturing facility which produces men's shirts in 3 styles. To manufacture each shirt, you require 3 processes: cutting, stitching and pressing. The time required by each shirt style of each process is given in the table below. TIME (MIN/UNIT) PROCESS STYLE 1 STYLE 2 STYLE 3 CUT STITCH PRESS The available weekly capacity of each station is: cutting 1800min, stitching 2100min and pressing 1500 minutes. And the cost per minute of operating each station is: $10 for cutting, $8 for stitching and $12 for pressing. Suppose that each Style 1 shirt sells for $ 200, each Style 2 for $250 and each style 3 for $210. Your goal is to get as much profit as possible