Formulate the following problem as a linear programming problem and solve it using the graphical method of corners.
A company produces two types of similar products, product A and product B. Product A
requires 2 hours to produce and product B requires 4 hours to produce. The company has
only 800 hours to use in production each day and can only produce up to 300 of both
products per day .If the company sells product A for $22.50 and product B for $45.00,
how many of each type should be produced each day to maximize sales revenue ?