1. Operating Leverage: The Fixed Cost Amplifier
Core Concept
Operating leverage arises from the existence of fixed operating costs in a company's cost structure. These are costs like rent, salaries, depreciation, and insurance that do not change with sales volume in the short run. The higher the proportion of fixed costs to variable costs, the higher the operating leverage.
How It Works: The Mechanics
- When sales increase, variable costs increase proportionally, but fixed costs remain the same. This means that each additional dollar of sales contributes more to profit after breakeven, because it only has to cover its variable cost.
- Conversely, when sales decrease, the fixed cost "burden" remains, causing profits to fall more sharply.
Analogy: A company with high operating leverage is like an airline. It has huge fixed costs (planes, crew salaries) but low variable costs per passenger (a meal, fuel). Once a flight covers its fixed costs, each additional ticket sold is almost pure profit. But if the plane flies half-empty, losses are substantial.
Measuring Operating Leverage: Degree of Operating Leverage (DOL)
Degree of Operating Leverage (DOL) = Contribution Margin / Operating Income (EBIT) or DOL = % Change in EBIT / % Change in Sales
Interpretation of DOL:
- DOL > 1: The company has operating leverage. Profits will change by a greater percentage than sales.
- Higher DOL means higher sensitivity of profits to sales changes (higher risk and reward).
- DOL = 1: The company has no fixed operating costs (all costs are variable). Percentage change in EBIT equals percentage change in sales (rare).
Example: High vs. Low Operating Leverage
Compare two companies with $1,000,000 in sales but different cost structures:
| Company A (High OL) | Company B (Low OL) | |
|---|---|---|
| Sales | $1,000,000 | $1,000,000 |
| Variable Costs (60% vs 90%) | $600,000 | $900,000 |
| Contribution Margin | $400,000 | $100,000 |
| Fixed Costs | $300,000 | $50,000 |
| EBIT (Operating Income) | $100,000 | $50,000 |
| DOL (CM/EBIT) | $400k/$100k = 4.0 | $100k/$50k = 2.0 |
Scenario: 10% Increase in Sales
Company A (DOL=4): EBIT will increase by ~10% × 4 = 40% (New EBIT = $140,000) Company B (DOL=2): EBIT will increase by ~10% × 2 = 20% (New EBIT = $60,000)
Insight: Company A's higher fixed costs give it a much higher percentage profit boost from the same sales increase. But the reverse is also true: a 10% sales drop would reduce Company A's EBIT by 40% (to $60,000), while Company B's would drop only 20% (to $40,000).

