Knowledge · DCF building block
Terminal value in a DCF explained simply
The terminal value is the value of all cash flows after the forecast period, summed up in one number. In a DCF it usually makes up the largest part of the value.
At a glance
- It is calculated with the Gordon growth model (perpetual growth g) or with an exit multiple.
- g must be lower than WACC and should not exceed long-term economic growth (usually 2–3% for us).
- The closer WACC and g get, the larger the terminal value becomes.
Formula
Terminal value₁₀ = FCF₁₀ × (1 + g) ÷ (WACC − g) Present value = terminal value₁₀ ÷ (1 + WACC)¹⁰
Worked example 1: Meta, base case (as of Oct 2026)
- Terminal value: 174.7 × 1.03 ÷ (9.86% − 3%) = $2,623bn.
- Discounted that is $1,024bn, or 62% of enterprise value ($1,657.7bn).
- Implicitly the terminal value equals 15 times year-10 FCF.
Sensitivity to perpetual growth g (everything else equal):
| g | Terminal share | Value per share |
|---|---|---|
| 2% | 58% | $588 |
| 3% | 62% | $643 |
| 4% | 66% | $717 |
Worked example 2: SpaceX, base case
Here the terminal value makes up 77% of the DCF value. The further profits lie in the future, the larger the share.
What the number does
- One percentage point more perpetual growth adds $74 per share for Meta, or +12%. That is why we disclose g.
- With the calculator on the Meta page you can move g yourself.
Pitfalls
- g too close to WACC: The denominator goes to zero and the value explodes (see chart).
- An exit multiple from a boom carries the exaggeration into perpetuity.
- A year-10 margin that has not settled yet makes the terminal value too high or too low.
FAQ
- Why 3%? Perpetual growth should not exceed long-term nominal economic growth, otherwise the company would eventually become larger than the economy. 2–3% is a common, cautious range.
- Gordon or exit multiple? Gordon works with cash flows and makes the assumptions visible. An exit multiple is quicker but takes over today’s market valuation.
- Is a high terminal share bad? Not automatically. For young companies it is normal (SpaceX: 77%). It does show that the result depends heavily on g and WACC.
Further reading
- Analyses: Meta, SpaceX
- Next terms: DCF valuation, WACC
Figures from our analyses, see each example for the date. Last updated: Nov 1, 2026.
This content is for information only and is not investment advice. The examples are model calculations based on assumptions and may differ from actual value.