please help if someone knows how to solve this problem.
A wholesaler has 24,000ft² of storage space available and $200,000 that can be spend for merchandise of type A and type B. Each unit of type A costs $40 and requires 6ft² of storage space and each unit of type B costs $80 and requires 8ft² of storage space. If the wholesaler expects a profit of $20 per unit of type A and $45 per unit of type B, how many units of each should be bought and stocked in order to maximize profit? Solve by: a)graphical method and simplex method of linear programming.
thank you so much in advance ,,,,,
A wholesaler has 24,000ft² of storage space available and $200,000 that can be spend for merchandise of type A and type B. Each unit of type A costs $40 and requires 6ft² of storage space and each unit of type B costs $80 and requires 8ft² of storage space. If the wholesaler expects a profit of $20 per unit of type A and $45 per unit of type B, how many units of each should be bought and stocked in order to maximize profit? Solve by: a)graphical method and simplex method of linear programming.
thank you so much in advance ,,,,,
