
An exit multiple is the ratio of what a company is worth at sale to a financial metric, most often EV/EBITDA or EV/revenue. In a discounted cash flow (DCF) model it sets terminal value: final-year EBITDA times the multiple, discounted back at the cost of capital. In private equity and venture capital the same phrase also means the return multiple on a deal, proceeds divided by capital invested.
Terminal value usually carries most of a DCF. In the worked example below it is 76% of enterprise value, and each one-turn change in the exit multiple moves the answer by about $37 million, or roughly 9%. For reference, US public companies with positive EBITDA traded at 16.95x EV/EBITDA (financials excluded) in NYU Stern professor Aswath Damodaran's January 2026 dataset, and sector figures vary several-fold, for example 5.15x for oil and gas production and 34.75x for semiconductors.
What is an exit multiple?
An exit multiple expresses value at exit as a multiple of earnings or revenue. The term has two uses, and models often need both.
| Meaning | Formula | Where it shows up | Example |
|---|---|---|---|
| Valuation multiple | Exit enterprise value ÷ financial metric (EBITDA, EBIT, revenue) | DCF terminal value, LBO exit assumption, comps, M&A pricing | $480M EV ÷ $60M EBITDA = 8.0x |
| Return multiple | Proceeds at exit ÷ capital invested | PE and VC return bridges, IC memos, fund metrics | $35M back on $10M invested = 3.5x |
The valuation multiple says what the company might be worth. The return multiple says what the investor walks away with. In venture deals the gap between the two is dilution, liquidation preferences and time, which is why a 6x revenue exit can still produce a weak return for an early investor.
Exit multiple formula
Terminal value with the exit multiple method
The exit multiple method applies a market multiple to the last year of the explicit forecast:
Terminal value = Final-year EBITDA × Exit multiple
Terminal value sits at the end of the forecast, so it has to be discounted to today:
PV of terminal value = Terminal value ÷ (1 + WACC)^n
Here *n* is the number of years to the terminal year. Use WACC when discounting unlevered free cash flow to enterprise value. To get equity value, subtract net debt from enterprise value.
Return multiple
Return multiple (MOIC) = Total proceeds at exit ÷ Total invested capital
At the fund level the same idea becomes TVPI, DPI and RVPI, covered in the venture capital fund performance metrics guide. A return multiple ignores time, so a 3x in three years and a 3x in ten years look identical. IRR and the holding period separate them.
Exit multiple method: a worked DCF example
Assume a five-year forecast for a profitable company, an 8.0x EV/EBITDA exit multiple and a 10% WACC.
| Year | 1 | 2 | 3 | 4 | 5 |
|---|---|---|---|---|---|
| Unlevered free cash flow ($M) | 20 | 23 | 26 | 29 | 32 |
| Discount factor at 10% | 0.909 | 0.826 | 0.751 | 0.683 | 0.621 |
| Present value ($M) | 18.2 | 19.0 | 19.5 | 19.8 | 19.9 |
- Sum the forecast cash flows. The present value of Years 1 to 5 is $96.4M.
- Compute terminal value. Year 5 EBITDA of $60M × 8.0x = $480M.
- Discount terminal value. $480M ÷ 1.10^5 (1.611) = $298.0M.
- Add them. $96.4M + $298.0M = $394.4M enterprise value.
Terminal value is 76% of the total. That share is normal for a five-year DCF, and it is the reason reviewers spend more time on the exit multiple than on any single operating line.

Sensitivity: exit multiple vs WACC
Every DCF built for a partner or a modeling test should show a range, not a point. Enterprise value ($M) for the same forecast:
| WACC \ Exit multiple | 6.0x | 7.0x | 8.0x | 9.0x | 10.0x |
|---|---|---|---|---|---|
| 9% | 333 | 372 | 411 | 450 | 489 |
| 10% | 320 | 357 | 394 | 432 | 469 |
| 11% | 307 | 343 | 379 | 414 | 450 |
One turn of multiple is worth about $37M here, a 9% swing. One point of WACC is worth about $16M. The multiple is the bigger lever, and it is also the input with the least hard evidence behind it.
Exit multiple vs perpetuity growth method
A DCF ends with one of two terminal value methods, and good models compute both.
| Exit multiple method | Perpetuity growth (Gordon growth) method | |
|---|---|---|
| Formula | TV = Final-year EBITDA × multiple | TV = Final-year FCF × (1 + g) ÷ (WACC − g) |
| Key input | Multiple from comps or precedent transactions | Long-term growth rate *g* |
| Strength | Anchored to what buyers pay; easy to explain in a memo | Pure cash-flow logic; no market pricing imported |
| Weakness | Imports current market sentiment into an intrinsic model | Very sensitive to *g*; easy to overstate |
| Common user | Bankers, PE deal teams, M&A | Equity research, academic valuation |
Cross-check: the growth rate every exit multiple implies
Solving the Gordon formula for *g* turns any exit multiple into an implied perpetual growth rate:
Implied g = (TV × WACC − Final-year FCF) ÷ (TV + Final-year FCF)
Applied to the worked example (Year 5 FCF of $32M, WACC of 10%):
| Exit multiple | Terminal value ($M) | Implied perpetual growth | Terminal value share of EV |
|---|---|---|---|
| 6.0x | 360 | 1.0% | 70% |
| 7.0x | 420 | 2.2% | 73% |
| 8.0x | 480 | 3.1% | 76% |
| 9.0x | 540 | 3.9% | 78% |
| 10.0x | 600 | 4.4% | 79% |
An implied growth rate above long-run nominal GDP growth is a warning sign. In this model, 8.0x already assumes 3.1% growth forever, and anything above 9.0x assumes a business that outgrows the economy indefinitely.
Cross-check: the multiple a growth rate implies
Run it the other way. At *g* = 2.5%, perpetuity growth terminal value is $32M × 1.025 ÷ 0.075 = $437.3M, which is 7.3x Year 5 EBITDA. If comps say 8.0x and the growth method says 7.3x, the gap is small enough to explain. If comps say 12x, either the comps are at a cyclical peak or the forecast is missing growth.
Which method to use
Use the exit multiple method as the headline in deal work, because buyers and lenders price in multiples. Use perpetuity growth as the check. When the two disagree by more than a turn or two, find out why before the model goes to an investment committee.
Types of exit multiples
The right denominator depends on what the business reliably produces. A multiple on a metric that is negative or distorted says nothing.
| Multiple | Best fit | Watch out for |
|---|---|---|
| EV/EBITDA | Profitable, mature companies; PE buyouts; most DCF exit assumptions | Ignores capex and lease intensity; adjusted EBITDA can flatter |
| EV/EBIT | Capital-intensive businesses where depreciation is a real cost | Sensitive to depreciation policy |
| EV/Revenue | High-growth or pre-profit companies, including most venture-backed startups | Treats a 40% gross margin business like an 80% one unless adjusted |
| EV/ARR | Subscription software with recurring revenue | Only as good as retention and churn |
| P/E (equity value / net income) | Public comps, banks and insurers | Distorted by leverage and tax; equity, not enterprise, value |
| Seller's discretionary earnings (SDE) | Small owner-operated businesses | Not used in institutional PE or VC models |
Match the multiple in the numerator and denominator. Enterprise value pairs with pre-interest metrics (EBITDA, EBIT, revenue). Equity value pairs with net income. A DCF on unlevered free cash flow needs an enterprise value multiple at exit.
What is a good exit multiple?
No single number is "good". A reasonable exit multiple is one that matches what comparable companies trade or sell for, adjusted for the company's growth, margins and the rate environment expected at exit. Public-market data is the usual starting point.
US industry multiples, January 2026 (NYU Stern, Damodaran EV/EBITDA and EV/Sales datasets):
| Industry | Firms | EV/EBITDA (positive-EBITDA firms) | EV/Sales |
|---|---|---|---|
| Semiconductor | 66 | 34.75x | 15.70x |
| Software (internet) | 29 | 30.26x | 9.56x |
| Software (system and application) | 309 | 24.48x | 11.41x |
| Healthcare products | 204 | 19.78x | 4.76x |
| Machinery | 105 | 16.22x | 3.43x |
| Drugs (biotechnology) | 496 | 15.78x | 7.92x |
| Business and consumer services | 155 | 14.26x | 2.53x |
| Computer services | 64 | 14.10x | 1.48x |
| Advertising | 52 | 12.00x | 2.12x |
| Information services | 15 | 11.50x | 2.21x |
| Healthcare support services | 104 | 11.17x | 0.46x |
| Hospitals and healthcare facilities | 31 | 8.86x | 1.69x |
| Telecom services | 39 | 6.54x | 2.61x |
| Total market (excluding financials) | 4,822 | 16.95x | 3.46x |
How to use these figures:
- They are public-market multiples. Listed companies are larger and more liquid than most private targets. Private transactions in the same sector are usually priced off comps with adjustments for size, growth and liquidity, so treat the table as a reference point, not a price.
- They are a snapshot. A forecast exit five years out should use a view of where multiples will be then, not where they sit today. A full-cycle median is a safer input than a current high.
- Sample definitions matter. Biotechnology shows 15.78x for companies with positive EBITDA but 51.49x across all firms in the same dataset, because loss-making companies distort the ratio. For pre-profit businesses, EV/Sales is the meaningful column.
What drives an exit multiple higher or lower
Multiples are compressed views of growth, risk and cash conversion. The same drivers that move a DCF move the multiple.
- Expected growth. For high-growth companies, growth explains most of the spread. A CFA Institute Enterprising Investor study (March 2026) of listed firms in the US, Canada and Europe with 10-year revenue CAGRs above 30% found that expected one-year revenue growth explained about 55% of the variation in EV/Revenue multiples over 2015 to 2024.
- Interest rates. The same study found each year's regression intercept was negatively correlated with the risk-free rate. Higher rates mean lower multiples for the same growth, because more of the value sits far in the future.
- Margins and cash conversion. Higher gross margin and lower capital intensity justify a higher revenue multiple.
- Revenue quality. Recurring, contracted or diversified revenue earns a premium over project-based or concentrated revenue.
- Scale. Larger companies attract more buyers, cheaper financing and lower perceived risk.
- Buyer type. Strategic acquirers can pay for synergies a financial buyer cannot.
- Market cycle. Sector sentiment can shift multiples quickly. In its 2026 private equity midyear report, Bain & Company notes that public software valuations fell nearly 30% in February 2026, and MSCI data cited in the report shows software marks in buyout portfolios down roughly 8% in the first quarter.
Entry multiple vs exit multiple: expansion and compression
In a buyout, returns come from three levers: earnings growth, debt paydown and the change between the entry multiple and the exit multiple. Separating them shows how much of a deal depends on the market.
Example at the enterprise value level: buy a company with $50M EBITDA at 8.0x ($400M). Five years later EBITDA is $70M.
| Exit multiple | Exit EV | From EBITDA growth (+$20M × 8.0x) | From multiple change | Total value change |
|---|---|---|---|---|
| 7.0x (compression) | $490M | +$160M | −$70M | +$90M |
| 8.0x (flat) | $560M | +$160M | $0 | +$160M |
| 9.0x (expansion) | $630M | +$160M | +$70M | +$230M |
A one-turn swing either way changes the value created by $70M, almost half of what the operating plan delivers.
Why underwriting assumes flat or lower exit multiples now
- Exits have cleared below held marks. MSCI private-capital data shows buyout managers historically exited assets at higher median multiples than those still held, with premiums of 0.1x to 1.1x. From 2022 through Q3 2024 the pattern reversed. Exited assets sold at median multiples 0.5x to 1.1x below the remaining portfolio.
- Deal math needs more growth. Bain's 2026 midyear report calls its deal cost index (loan yield times median purchase multiple) record territory. It estimates that a deal that needed 5% annual EBITDA growth ten years ago to reach a 2.5x return over five years would need 12% today.
The practical response is to set the exit multiple at or below the entry multiple in the base case, show expansion only as an upside case, and make the operating plan carry the return.
Exit multiples in venture capital
Most startups have no EBITDA at the point an investor models the exit, so venture models apply a revenue multiple to projected revenue in an exit year. That exit value then feeds the venture capital method, which works backward from the exit to a price today.
Illustrative Series A example:
- Exit value. Projected Year 6 revenue of $50M × 6.0x EV/Revenue = $300M.
- Target return multiple. The fund wants 10x on this deal, so today's post-money valuation can be at most $300M ÷ 10 = $30M.
- Ownership needed at exit. A $6M check needs $6M × 10 = $60M of proceeds, or 20% of a $300M exit.
- Ownership needed today. If later rounds leave the investor with 70% of today's stake, the fund needs 20% ÷ 0.7 = 28.6% now.
Two exit multiples sit in that calculation. The 6.0x is a valuation multiple on revenue. The 10x is a return multiple on capital. Confusing them is a common error in venture models.
Venture adds three complications:
- Outcomes are skewed. A target return multiple of 10x reflects the fact that many deals return less than 1x and a few carry the fund, the pattern described in the power law guide. The First Chicago method weights several exit scenarios instead of one.
- Preferences change who gets paid. At low exit values, the liquidation preference stack decides proceeds, so the return multiple is not simply ownership times exit value.
- Exit multiples drift. A company priced at a hot-sector revenue multiple today may exit years later at a normalized one. Using a full-cycle comp median for the exit year is more defensible than today's peak.
For how these trade-offs differ by asset class, see growth equity vs venture capital and private equity vs venture capital.
How to defend an exit multiple in a modeling test or interview
Analysts and associates are rarely judged on the terminal value formula. They are judged on whether the multiple behind it holds up when a partner pushes on it. A defensible answer has five parts.
- Name the comp set. State which public companies or precedent transactions anchor the range and why they match on growth, margin and business model.
- Give a range, then a point. "Comps sit at 7x to 10x; the base case uses 8x" is stronger than "8x".
- Explain the adjustment. Say why the point sits above or below the comp median: slower growth, lower margins, smaller scale, or an exit year with a different rate environment.
- Show the cross-check. Quote the implied perpetual growth rate (3.1% at 8x in the example above) or the multiple the perpetuity method implies.
- Show the sensitivity. Point to the grid and say what multiple breaks the deal. If only the top-right corner works, say so.
Questions that come up and what a good answer covers:
| Question | What a strong answer includes |
|---|---|
| "Why 8x and not 10x?" | Comp range, the specific discount driver, the implied growth at 10x |
| "What does your exit multiple imply about growth?" | The implied g formula and the number from the model |
| "Should the exit multiple exceed the entry multiple?" | Base case at or below entry; expansion only as upside, with a reason |
| "Which multiple would you use for a pre-revenue startup?" | None directly; revenue multiple on projected revenue at exit, plus scenario weighting |
| "What happens to value if rates rise by the exit date?" | Multiples compress; show the lower row of the sensitivity grid |
These questions appear in timed venture capital modeling tests, case study interviews and the technical part of venture capital interview questions. Candidates preparing for an analyst seat can see where valuation work fits in the venture capital analyst job description.
Common exit multiple mistakes
- Using today's peak for an exit years away. Multiples move with rates and sentiment. Use a full-cycle view for the exit year.
- Mixing enterprise and equity value. An EV/EBITDA multiple produces enterprise value. Subtract net debt before comparing with an equity check.
- Applying public multiples to a small private company unchanged. Size, liquidity and buyer pool usually justify a discount.
- Skipping the implied growth check. A multiple that implies 5% perpetual growth for a mature business is an error, not an assumption.
- Treating adjusted EBITDA as EBITDA. Add-backs inflate the base the multiple is applied to.
- Assuming expansion in the base case. Recent buyout exits have cleared below held marks; let operations carry the return.
- Confusing the valuation multiple with the return multiple. A 6x revenue exit is not a 6x return.
FAQ
What is the exit multiple formula?
For DCF terminal value, terminal value = final-year EBITDA × exit multiple, then discount it at WACC. For investment returns, exit multiple = proceeds at exit ÷ capital invested.
How do you calculate terminal value with the exit multiple method?
Multiply final-year EBITDA by the chosen multiple, divide by (1 + WACC) raised to the number of years to the terminal year, then add the present value of the forecast cash flows to get enterprise value.
What is an implied exit multiple?
It is the multiple a perpetuity growth terminal value implies: terminal value ÷ final-year EBITDA. At 2.5% growth and a 10% WACC, the worked example implies 7.3x.
What is a typical EBITDA exit multiple?
It depends on the sector and the cycle. In January 2026 data for US-listed companies, EV/EBITDA was 6.54x in telecom services, 24.48x in system and application software and 34.75x in semiconductors, with 16.95x across all non-financial companies with positive EBITDA. Private companies usually trade below public comps of the same sector.
Is the exit multiple method better than perpetuity growth?
Neither is better on its own. The exit multiple method is easier to defend in deal work because buyers price in multiples; perpetuity growth tests whether that multiple makes economic sense. Run both.
What is a good exit multiple in venture capital?
As a return multiple, early-stage funds often underwrite each deal to a potential 10x or more, because many investments return less than 1x. As a valuation multiple, startups are usually valued on revenue, and the right multiple depends on growth, gross margin and the exit year's market.
Why do exit multiples compress?
Higher interest rates, slower growth, sector sell-offs and fewer buyers all lower multiples. MSCI data shows buyout exits from 2022 through Q3 2024 sold at median multiples 0.5x to 1.1x below assets still held.


