Orange manufactures two types of smartphone:
Selling Price Variable Cost
LF120 $400 $280
LE200 $450 $300
1 unit LF120 production requires 2 machine hours, 1 unit of LE200 requires 3 machine hours. The company’s production capacity is 12 hours daily, 20 days a month. . Demand for LF120 is 100 units monthly and for LE200 is 80 units.
Which product has the highest contribution margin per unit?
Which product has the highest contribution margin per machine hour?
What should be the best sales mix?
How much is the total contribution margin?
LF120 | LE200 | |
Selling price | 400 | 450 |
(-) Variable cost | 280 | 300 |
Contribution margin per unit | 120 | 150 |
(/) Machine hours per unit | 2 | 3 |
Contribution margin per machine hour | 60 | 50 |
Which product has the highest contribution margin per unit | LE200 |
Which product has the highest contribution margin per machine hour | LF120 |
Hours available per month = 12 * 20 | 240 |
As the contribution margin per machine hour of LF120 is high, the company should produce this product first to fully satisfy the demand | |
Hours required for LF120 = 100 * 2 | 200 |
Units of LE200 that can be produced = ( 240 - 200 ) / 3 | 13 |
What should be the best sales mix | LF120 : 100 units and LE200 : 13 units |
How much is the total contribution margin = (200*120) + (13*150) | 25950 |
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