# Terminal Value

> Terminal value captures a company's worth beyond the forecast period. Learn the Gordon growth and exit multiple methods, with examples and sanity checks.

Source: https://learn.tradelabsai.com/fundamentals/terminal-value/  
Track: Fundamental Analysis · Level: Intermediate · Updated: 2026-10-03  
Publisher: TradeLabs AI (https://tradelabsai.com). Education, not financial advice.  
Cite as: TradeLabs Learn, "Terminal Value", https://learn.tradelabsai.com/fundamentals/terminal-value/

No one can forecast a company's cash flows year by year forever, so discounted cash flow models forecast in detail for 5 to 10 years and then estimate a single terminal value to capture everything after. Terminal value often accounts for 60% to 80% of a DCF's total value, which means its assumptions matter enormously. There are two standard methods: the perpetuity growth (Gordon growth) method and the exit multiple method. Good practice is to use both and check that they tell a consistent story.

## Method 1: perpetuity growth (Gordon growth)

Assumes free cash flow grows at a constant rate forever after the forecast period.

```
terminal value at year n = FCF_(n+1) / (WACC - g) = FCF_n × (1 + g) / (WACC - g)
```

- **g:** long term growth rate, typically 1.5% to 3%, at or below expected long run nominal economic growth.
- **WACC:** discount rate. See [WACC and Cost of Equity](https://learn.tradelabsai.com/fundamentals/wacc-and-cost-of-equity/).

The growth rate must be lower than the discount rate; as g approaches WACC, terminal value explodes.

**Example: Perpetuity growth**
Year 5 free cash flow is $200 million, g = 2.5% and WACC = 8.5%.
Terminal value = 200 × 1.025 / (0.085 minus 0.025) = 205 / 0.06 ≈ $3,417 million.
Discounted to today: 3,417 / 1.085^5 ≈ 3,417 / 1.504 ≈ $2,272 million.

If g were 3.5%, terminal value would be 207 / 0.05 = $4,140 million, 21% higher. One point of terminal growth makes a large difference.

## Method 2: exit multiple

Assumes the business is sold at the end of the forecast period at a multiple of a financial metric, often EV/EBITDA.

```
terminal value at year n = EBITDA_n × exit multiple
```

**Example: Exit multiple**
Year 5 EBITDA is $350 million. Comparable companies trade at 10x EV/EBITDA. Terminal value = 350 × 10 = $3,500 million, close to the perpetuity estimate above. If the exit multiple were 14x, terminal value would be $4,900 million. See [EV/EBITDA and EV/Sales](https://learn.tradelabsai.com/fundamentals/ev-ebitda-and-ev-sales/) and [Comparable Companies and Precedent Transactions](https://learn.tradelabsai.com/fundamentals/comparable-companies/).

## Comparing the methods

| | Perpetuity growth | Exit multiple |
|---|---|---|
| Based on | Fundamental assumptions about growth and risk | Market prices of comparable companies |
| Strength | Ties value to cash flows | Reflects how markets actually value businesses |
| Weakness | Very sensitive to g and WACC | Imports today's market mood into the future |
| Common users | Academics, long term investors | Bankers, private equity |

## Cross checking

- **Implied multiple:** convert a perpetuity growth terminal value into an implied EV/EBITDA. If it is 25x for a mature business, something is off.
- **Implied growth:** convert an exit multiple terminal value into an implied perpetual growth rate. If it implies 6% growth forever, the multiple is too high.
- **Reinvestment consistency:** growth requires investment. A rule linking them is g = reinvestment rate × return on new invested capital. Assuming high growth with little reinvestment is inconsistent. See [ROE, ROA and ROIC](https://learn.tradelabsai.com/fundamentals/roe-roa-and-roic/).

## Choosing a sensible terminal growth rate

- **Do not exceed long run nominal GDP growth** for the economies the company operates in, often around 3% to 4% for developed economies in nominal terms, and many analysts use 2% to 3%.
- **Mature or declining industries** may warrant lower or even negative growth.
- **Make sure the business has reached a steady state** by the end of the forecast period, with stable margins and reinvestment.

## Common mistakes

- **Terminal growth too close to WACC.**
- **Using a peak cycle multiple** for the exit.
- **Ending the forecast before the company is mature.**
- **Not discounting the terminal value** back to today.

## Frequently asked questions

### What is terminal value?

The estimated value of a company's cash flows beyond the explicit forecast period in a DCF model.

### What is the Gordon growth model?

A formula that values a stream of cash flows growing at a constant rate forever: next year's cash flow divided by the discount rate minus the growth rate.

### What terminal growth rate should I use?

Usually a rate at or below long term nominal economic growth, often 2% to 3%, and lower for mature or declining businesses.

Next, learn how to set the discount rate in [WACC and Cost of Equity](https://learn.tradelabsai.com/fundamentals/wacc-and-cost-of-equity/).

## Continue learning

- Next lesson: [WACC and Cost of Equity](https://learn.tradelabsai.com/fundamentals/wacc-and-cost-of-equity/)
- Previous lesson: [DCF Valuation](https://learn.tradelabsai.com/fundamentals/dcf-valuation/)
- Related: [DCF Valuation](https://learn.tradelabsai.com/fundamentals/dcf-valuation/): A DCF values a company by forecasting free cash flows and discounting them to today. Learn the steps, a worked example, sensitivity analysis and common mistakes.
- Related: [WACC and Cost of Equity](https://learn.tradelabsai.com/fundamentals/wacc-and-cost-of-equity/): WACC blends the cost of equity and the after tax cost of debt into a discount rate. Learn CAPM, beta, the equity risk premium, a worked example and common pitfalls.
- Related: [EV/EBITDA and EV/Sales](https://learn.tradelabsai.com/fundamentals/ev-ebitda-and-ev-sales/): EV/EBITDA and EV/Sales compare a company's total value, including debt, with its earnings or revenue. Learn how to calculate EV, when to use each and the limits.
- Related: [Time Value of Money](https://learn.tradelabsai.com/math/time-value-of-money/): A dollar today is worth more than a dollar tomorrow. Learn present and future value, discounting, annuities and NPV, the maths behind bonds, valuations and options.
- Related: [Valuation Basics](https://learn.tradelabsai.com/fundamentals/valuation-basics/): Valuation estimates what a business is worth. Learn intrinsic vs relative valuation, the main multiples, how growth and risk affect value and common mistakes.