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In Summary
Terminal value is the value of a business or investment at the end of a forecast period, which typically runs three to five years under the Discounted Cash Flow method. It captures all cash flows beyond that horizon.
- Two standard methods: the perpetuity growth model and the exit multiple approach.
- Perpetuity growth formula: Terminal Value = [FCF × (1 + Growth Rate)] ÷ (Discount Rate − Growth Rate).
- Exit multiple formula: Terminal Value = Exit Multiple × EBITDA.
- Inputs used: free cash flow or EBITDA for the last 12 months of the forecast period.
- Discount rate: the Weighted Average Cost of Capital (WACC).
- A negative terminal value indicates future cash flows will not recover the initial investment plus expected returns.
- Where it is used: feasibility studies, DCF valuations, and mergers and acquisitions.
How terminal value is calculated
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| Method | Formula | Key input |
|---|---|---|
| Perpetuity growth model | [FCF × (1 + Growth Rate)] ÷ (Discount Rate − Growth Rate) | Free cash flow for the last 12 months of the forecast period |
| Exit multiple approach | Exit Multiple × EBITDA | EBITDA for the last 12 months of the forecast period |
In the perpetuity growth model, the discount rate is the Weighted Average Cost of Capital (WACC), and the growth rate is the rate at which the business is expected to grow indefinitely. In the exit multiple approach, the multiple is drawn from peer companies or comparable market transactions.
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What does terminal value mean?
Terminal value is a term used in valuation and financial modelling. It represents the value of a business or an investment at the end of a specific forecast period.
Because terminal value captures all cash flows beyond the forecast period, it serves as an indicator of long-term earning potential.
It appears across several valuation methods, including the Discounted Cash Flow (DCF) method, the perpetuity growth method, and the exit multiple approach.
Why is terminal value needed in a DCF valuation?
Companies often conduct feasibility studies before taking on a new project, to establish whether the earnings would justify pursuing it.
The Discounted Cash Flow method is one of the most commonly used approaches. Companies forecast the cash flows a project is likely to generate in future years, over a period that typically runs three to five years.
Because those forecast cash flows sit in the future, they are discounted to a present value using a discount rate. That present value is then assessed to judge whether the project is feasible.
That leaves the period after the forecast window. Terminal value fills this gap by establishing the value of the project at the end of the forecast period.
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Which methods are used to determine terminal value?
Several methods exist, but analysts generally use one of two approaches.
Perpetuity growth model
This model assumes cash flows will grow at a constant rate indefinitely beyond the forecast period.
Terminal Value = [Free Cash Flow × (1 + Growth Rate)] ÷ (Discount Rate − Growth Rate)
| Input | What it represents |
|---|---|
| Free Cash Flow | Cash flow for the last 12 months of the forecast period |
| Growth Rate | Rate at which the business is expected to grow indefinitely |
| Discount Rate | Weighted Average Cost of Capital (WACC) |
Exit multiple approach
This approach applies a multiple to the business's EBITDA — Earnings Before Interest, Taxes, Depreciation and Amortisation — to arrive at terminal value.
Terminal Value = Exit Multiple × EBITDA
| Input | What it represents |
|---|---|
| Exit Multiple | Multiple drawn from peer companies or comparable market transactions |
| EBITDA | Earnings before interest, taxes, depreciation and amortisation for the last 12 months of the forecast period |
What does a negative terminal value mean?
The value of a business or investment beyond the forecast period would ordinarily be positive. In some cases, however, terminal value comes out negative.
A negative terminal value generally means future cash flows are insufficient to recover the initial investment amount plus the expected returns. In practical terms, a project with a negative terminal value would be loss-making.
In such cases, the company would be better off abandoning the project.
Why do analysts use terminal value?
| Purpose | What it achieves |
|---|---|
| Identifying long-term potential | A positive, high terminal value points to strong long-term revenue generation potential |
| Simplifying valuation models | Consolidates all cash flows beyond the forecast period into a single figure, since projecting them indefinitely is impractical |
| Facilitating comparisons | Allows analysts to weigh the relative attractiveness of different investment opportunities |
| Enabling corporate valuations | Used in mergers and acquisitions to establish fair market value and assess acquisition potential |
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Conclusion
Terminal value is a core component of financial analysis, used across valuation models to assess the long-term performance and profitability of a business or investment.
A negative terminal value signals the business or investment is likely to be loss-making in future. A positive terminal value may indicate long-term value creation potential.
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Frequently Asked Questions
Terminal Value
How do you calculate terminal value?
Two methods are standard. The perpetuity growth model uses [Free Cash Flow × (1 + Growth Rate)] ÷ (Discount Rate − Growth Rate), where the discount rate is the Weighted Average Cost of Capital. The exit multiple approach uses Exit Multiple × EBITDA, with the multiple drawn from peer companies or comparable transactions. Both use figures from the last 12 months of the forecast period.
Why is terminal value needed in a DCF model?
A Discounted Cash Flow forecast typically covers only three to five years, because projecting cash flows indefinitely is impractical. Terminal value accounts for everything beyond that window by consolidating all later cash flows into a single figure. Without it, a DCF valuation would ignore the project's value after the forecast period ends.
What is the difference between the perpetuity growth model and the exit multiple approach?
The perpetuity growth model assumes cash flows grow at a constant rate forever beyond the forecast period, and works from free cash flow and the Weighted Average Cost of Capital. The exit multiple approach instead applies a market-derived multiple to EBITDA, using data from peer companies or comparable transactions. One is assumption-driven; the other is benchmarked to the market.
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