A comparable company analysis example shows how a peer set becomes a market-implied valuation range. The calculation is straightforward. The harder part is deciding which peers belong in the set, which financial metric is comparable, and where the target should sit inside the peer distribution.
Comparable company analysis is one form of relative valuation. The example below keeps those judgments visible instead of treating the peer median as a final answer.
Worked Comparable Company Analysis Example
Assume a target company has $40 million of normalized EBITDA, $32 million of net debt, and 20 million diluted shares. Four hypothetical public peers trade at different EV/EBITDA multiples because their growth, margins, and leverage are not identical.
| Company | Revenue growth | EBITDA margin | Net debt / EBITDA | EV / EBITDA |
|---|---|---|---|---|
| Peer A | 12% | 20% | 1.0x | 10.0x |
| Peer B | 16% | 23% | 0.6x | 12.0x |
| Peer C | 20% | 25% | 0.3x | 14.0x |
| Peer D | 24% | 28% | 0.1x | 16.0x |
| Peer median | 18% | 24% | 0.45x | 13.0x |
| Target | 17% | 22% | 0.8x | Not assigned yet |
The target is close to the peer median on growth, but its EBITDA margin is lower and its leverage is higher. For this illustration, assume the analyst uses an 11.0x to 13.0x EV/EBITDA multiple range instead of treating the 13.0x peer median as the only valid reference.
From Peer Multiple to Equity Value
| Calculation | Low case | High case |
|---|---|---|
| Selected EV / EBITDA multiple | 11.0x | 13.0x |
| Normalized EBITDA | $40 million | $40 million |
| Implied enterprise value | $440 million | $520 million |
| Less net debt | $32 million | $32 million |
| Implied equity value | $408 million | $488 million |
| Diluted shares | 20 million | 20 million |
| Implied value per share | $20.40 | $24.40 |
The arithmetic produces a range, but the analytical work sits one step earlier. If the target’s lower margin and higher leverage are temporary, the upper end may deserve more attention. If those differences are structural, the lower end may be the better market reference.
This example uses an enterprise-value multiple because EBITDA is measured before interest expense. An equity multiple such as the price-to-earnings ratio can be a useful cross-check when earnings are comparable and not heavily distorted.
What Can Move the Selected Range
| Observed difference | Possible interpretation | What to verify |
|---|---|---|
| Growth below the stronger peers | The target may deserve a lower multiple if slower growth is expected to persist. | Whether the growth gap is temporary, cyclical, or structural. |
| Lower EBITDA margin | The discount may reflect weaker unit economics or operating leverage. | Whether margins can converge without unrealistic pricing or cost assumptions. |
| Higher leverage | A lower multiple may reflect greater financial risk. | Debt maturities, interest burden, cash generation, and balance-sheet flexibility. |
| Cleaner or more durable business economics | A premium can be reasonable even when the target screens as more expensive. | Whether the advantage is supported by recurring cash flow, customer durability, or stronger returns on capital. |
Where a Comparable Valuation Can Fail
The selected companies share an industry label but differ materially in business model, growth, margins, capital intensity, geography, or risk.
The denominator is distorted by one-time items, accounting differences, cyclicality, or inconsistent forecast periods.
The analyst chooses a multiple range mainly because it supports a preferred valuation result.
Rebuild the peer set, normalize the financial data, or widen the range before treating the output as a useful market reference.
Limits of the Example
The result inherits the quality of the peer set, the financial normalization, the selected multiple, and the market environment reflected in peer prices. A low multiple can reflect weaker fundamentals or higher risk, while a premium can reflect stronger economics. The range becomes more useful when those differences are explained rather than averaged away.