Operating, Financial, and Combined Leverage Ratios: Step-by-Step Example
Three of the most important indicators used to measure a company’s operational and financial risk are the Operating Leverage Ratio (OLR), the Financial Leverage Ratio (FLR), and the Combined Leverage Ratio (CLR).
In this article, we will walk through a practical case study to calculate these ratios step by step. This provides a clear guide for investors, finance professionals, and students who want to better understand the financial structure of a business.
Step 1: Data
- Unit sales price: 55 TL
- Sales volume: 90,000 units
- Unit variable cost: 25% of sales price = 13.75 TL
- Unit fixed cost: 40% of variable cost = 5.5 TL
- Long-term debt: 1,500,000 TL
- Interest rate: 40%
- Tax rate: 20%
Step 2: Income Statement Calculations
- Sales = 55 × 90,000 = 4,950,000 TL
- Total variable cost = 13.75 × 90,000 = 1,237,500 TL
- Contribution margin = 4,950,000 – 1,237,500 = 3,712,500 TL
- Total fixed cost = 5.5 × 90,000 = 495,000 TL
- EBIT (Earnings Before Interest & Taxes) = 3,712,500 – 495,000 = 3,217,500 TL
- Interest expense = 1,500,000 × 0.40 = 600,000 TL
- Profit before tax = 3,217,500 – 600,000 = 2,617,500 TL
- Tax expense = 2,617,500 × 0.20 = 523,500 TL
- Net profit = 2,617,500 – 523,500 = 2,094,000 TL
Step 3: Leverage Ratios
Operating Leverage Ratio (OLR):
Formula: OLR = Contribution Margin / EBIT
= 3,712,500 / 3,217,500 ≈ 1.15
Interpretation: A 1% change in sales leads to a 1.15% change in EBIT.
Financial Leverage Ratio (FLR):
Formula: FLR = EBIT / Profit Before Tax
= 3,217,500 / 2,617,500 ≈ 1.23
Interpretation: A 1% change in EBIT results in a 1.23% change in profit before tax.
Combined Leverage Ratio (CLR):
Formula: CLR = OLR × FLR
= 1.15 × 1.23 ≈ 1.42
Interpretation: A 1% change in sales leads to approximately a 1.42% change in net profit.
Conclusion
This example clearly demonstrates how leverage creates a risk–return trade-off for businesses:
- OLR → Reflects operational risk.
- FLR → Captures the financial debt risk.
- CLR → Shows the total combined effect.
For investors, these ratios are valuable for risk assessment.
For managers, they are crucial for strategic decision-making.
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