In: Finance
Lie Around Furniture manufactures two products: Couches and Beds.
The following data are available: Couches Beds Sales price $ 510.00 $ 710.00 Variable costs $ 370.00 $ 395.00
The company can manufacture 3 couches per machine hour and 2 bed per machine hour. The company's production capacity is 2 100 machine hours per month. To maximize profits, what product and how many units should the company produce in a month?
4,200 units of Beds will be produced.
The company's production capacity is 2 100 machine hours per month. | ||||||||||
It means machine hours is limited to the company. | ||||||||||
When any company has limited resource, the company will produce that units whose contribution margin per limiting factor is higher. | ||||||||||
Production of units is calculated as follows: | ||||||||||
Couches | Beds | |||||||||
Sales price per unit | $ 510 | $ 710 | ||||||||
Variable cost per unit | $ 370 | $ 395 | ||||||||
Contribution margin per unit | $ 140 | $ 315 | ||||||||
Machine hour per unit | 0.33 | 0.50 | ||||||||
(1/3) | (1/2) | |||||||||
Contribution margin per machine hour | $ 420.00 | $ 630.00 | ||||||||
Ranking | II | I | ||||||||
Now production from 2100 machine hours will be as follows: | ||||||||||
Machine hours distribution | Balance hours | |||||||||
Beds | 2,100 | 0 | ||||||||
So, production of beds from all machine hours | = | Machine hours | / | Machine hour per unit | ||||||
= | 2,100 | / | 0.50 | |||||||
= | 4,200 | |||||||||