Value = Σ FCFₜ ÷ (1 + WACC)ᵗ + Terminal ValueA valuation model exists to estimate long-term cash generation — not to find the statistically cheapest ticker on the screen.
Terminal Value
The estimated value of everything a business will produce after your forecast period ends — usually the largest, least certain piece of a DCF.
What is terminal value?
Terminal value is the estimated value of all the cash flows a business will produce after a DCF's explicit forecast period ends — the decades that cannot be modeled year by year, compressed into a single number. It frequently makes up 50–80% of a DCF's total output, which means most of a "calculated" intrinsic value rests on its most distant, least verifiable assumptions.
- Most common formula: TV = Final Year FCF × (1 + g) ÷ (r − g), the perpetual-growth method.
- It often dominates a DCF, so a valuation is largely a bet on long-term durability.
- Terminal growth (g) should stay at or below long-run GDP growth — roughly 2–3%.
Definition
Terminal value represents the value of all cash flows beyond a DCF's explicit forecast horizon. Since no one can forecast year-by-year forever, analysts model 5–10 years explicitly and compress the remaining decades into a single number.
The most common method is the perpetual growth (Gordon Growth) formula: TV = Final Year FCF × (1 + g) ÷ (r − g), where g is a modest perpetual growth rate and r is the discount rate. An alternative applies an exit multiple to final-year earnings.
Why it matters
Terminal value frequently accounts for 50–80% of a DCF's total output. That means most of your "calculated" intrinsic value rests on the model's most distant and least verifiable assumptions. Knowing this keeps you honest: a DCF dominated by terminal value is a long-duration bet on durability.
Simple example
Suppose a company's year-10 free cash flow is $100M, you assume 2.5% perpetual growth, and use a 10% discount rate. TV = 100 × 1.025 ÷ (0.10 − 0.025) ≈ $1,367M — measured at year 10, then discounted back to today. Notice how the result explodes if g creeps toward r: at g = 4%, TV jumps to $1,733M from one percentage point of optimism.
Common misconception
"Terminal growth is just a small technical input." It is the single most sensitive number in most DCFs. Setting it above long-run economic growth (~2–3%) implies the company eventually outgrows the entire economy — a claim that has been false for every company in history. Treat the terminal assumption with more suspicion than any other.
- 1Most common formula: TV = Final Year FCF × (1 + g) ÷ (r − g), the perpetual-growth method.
- 2It often dominates a DCF, so a valuation is largely a bet on long-term durability.
- 3Terminal growth (g) should stay at or below long-run GDP growth — roughly 2–3%.
| Shortcut | The estimated value of everything a business will produce after your forecast period ends — usually the largest, least certain piece of a DCF. |
|---|---|
| Disciplined workflow | Most common formula: TV = Final Year FCF × (1 + g) ÷ (r − g), the perpetual-growth method. → It often dominates a DCF, so a valuation is largely a bet on long-term durability. → Terminal growth (g) should stay at or below long-run GDP growth — roughly 2–3%. |
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True story · Warren Buffett
A fair price for a wonderful business
In 1988, just months after the Black Monday crash, Warren Buffett quietly began buying Coca-Cola shares. By 1989 Berkshire had spent roughly $1 billion — at about 15 times earnings, hardly a statistical bargain. Wall Street was puzzled: the "cigar-butt" student of Graham was paying up for a household brand.
Buffett was not valuing the next quarter. He was estimating decades of predictable owner earnings from a product sold in nearly every country on earth, protected by the strongest brand moat in consumer goods. Ten years later the stake was worth more than $13 billion, and Berkshire still holds it today — the annual dividends alone now return a large share of the original cost every single year.
A valuation model exists to estimate long-term cash generation — not to find the statistically cheapest ticker on the screen.
≈$1Binvested 1988–89
≈$13Bvalue ten years later
35+ yrsstill held by Berkshire
True story · Cisco, March 2000
The company delivered. The price still failed.
In March 2000 Cisco briefly became the most valuable company on earth at roughly $550 billion — over 100 times earnings. Run the DCF backwards and the price required Cisco to grow flawlessly for decades and become a meaningful share of the entire economy. Analysts at the time called it conservative.
Here is the cruel part: the business largely delivered. Revenue and profits are several times larger today than in 2000. The stock still fell almost 90%, and did not reclaim its 2000 high for about 21 years — because the question was never whether Cisco would grow, but whether it could grow faster than a price that had already spent the future. It could not.
Reverse the DCF before you buy: ask what growth today's price already assumes. A great company and a great investment are only the same thing at the right price.
≈$550Bpeak value, March 2000
−≈89%the drawdown that followed
21 yrsto see the old high again
True story · Burlington Northern, 2009
An all-in bet placed in the rubble
In November 2009, with the economy still gripped by post-crisis fear, Buffett made the largest acquisition of his life: about $44 billion including debt for the Burlington Northern Santa Fe railroad. He called it "an all-in wager on the economic future of the United States" — made precisely when most investors wanted nothing to do with cyclical, capital-heavy assets.
A railroad is the opposite of a glamorous stock: century-old, regulated, expensive to maintain. It is also a network that can never be rebuilt at any price. In the years since, BNSF has paid Berkshire more in cumulative dividends than the entire purchase price.
Durable, boring assets bought amid fear can beat exciting stories bought amid cheer.
≈$44Bpaid in 2009
largestdeal of Buffett's career
>100%returned via dividends
Related tools
Frequently asked questions
What terminal growth rate should I use?
At or below long-run nominal GDP growth — typically 2–3%. Higher rates require an explanation of how the company outgrows the economy forever.
Is the exit multiple method better?
Neither is inherently better. Exit multiples import the market's current mood into the future; perpetual growth depends on g. Using both as a cross-check is common practice.
See how terminal assumptions move a valuation:
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