Operating Leverage
Income statements for two different companies in the same industry are as follows:
Trimax, Inc. | Quintex, Inc. | |||
Sales | $240,000 | $375,000 | ||
Less: Variable costs | 120,000 | 75,000 | ||
Contribution margin | $120,000 | $300,000 | ||
Less: Fixed costs | 90,000 | 270,000 | ||
Operating income | $30,000 | $30,000 |
Required:
1. Compute the degree of operating leverage for each company.
Trimax | |
Quintex |
2. Compute the break-even point in dollars for each company.
Trimax, Inc. | $ |
Quintex, Inc. | $ |
Why is the break-even point for Quintex, Inc., higher?
3. Suppose that both companies experience a 60 percent increase in revenues. Compute the percentage change in profits for each company.
Trimax | % | |
Quintex | % |
Degree of operating leverage = Contribution margin /Operating income
Trimax (120,000/30,000) | 4 |
Quintex (300,000/30,000) | 10 |
Contribution margin ratio of
Trimax = 120,000/240,000 = 50%
Quintex = 300,000/375,000 = 80%
Breakeven point in dollars = Fixed cost/Contribution margin ratio
Trimax (90,000/50%) | 180,000 |
Quintex (270,000/80%) | 337,500 |
Because it has to cover more fixed costs
3. Increase in net income = (DOL*% Increase in sales)
Trimax (4*60)% | 240% |
Quintex (10*60)% | 600% |
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