Formulate a Linear Programming model to identify the optimum production quantity, so the company

maximizes its profit. The company produces two refrigerator models: large $(L)$ and medium $($M$).$

Although materials to produce the refrigerators are available, fabrication time and assembly time are

limited$.$ The time required for fabrication and assembly per refrigerator unit is summarized in the

following table, along with the total available time.

Each unit of $L$ contributes $$50$ to profit, and each unit of model M contributes $$40$ to profit. How

many units of each model should be produced if the objective is to maximize profit? $($Round $"$L$"$ to $2$

decimal places.$)$

PLEASE DONT USE EXCEL