A DCF (discounted cash flow) values a company by adding up the cash it will produce in the future, brought back to what it is worth today. The formula fits on one line; the real work is in three assumptions: free cash flow growth, the discount rate and long-term growth. In the example below, the terminal value is 76% of the total, and one point of discount rate moves the value per share by 16 to 22%.
→ Try it with your own assumptions: free DCF calculator, no account needed.
The DCF formula
Enterprise value = FCF₁ / (1 + r) + FCF₂ / (1 + r)² + … + FCFₙ / (1 + r)ⁿ + TV / (1 + r)ⁿ
Terminal value: TV = FCFₙ × (1 + g) / (r − g)
| Term | Meaning |
|---|---|
| FCF | Free cash flow: operating cash flow minus capital expenditure, the cash available to shareholders and lenders |
| r | Discount rate, usually the weighted average cost of capital (WACC) |
| n | Length of the detailed forecast, often 5 to 10 years |
| TV | Terminal value: the value of all cash flows after year n |
| g | Perpetual growth after year n, which cannot stay above the economy's growth for ever |
To go from enterprise value to the value of the shares, subtract net debt, then divide by the number of shares. Discounting applies a simple idea: a dollar received in five years is worth less than a dollar today, because it could have been invested in the meantime and because it is uncertain.
A worked example: a fictitious company
Take Company G, a fictitious business (in millions): free cash flow of 100 in the last fiscal year, assumed growth of 8% a year for five years and 2.5% for ever after, a 9% discount rate, net debt of 300 and 100 million shares.
| Year | Free cash flow | Discount factor (9%) | Present value |
|---|---|---|---|
| 1 | 108.0 | 0.917 | 99.1 |
| 2 | 116.6 | 0.842 | 98.2 |
| 3 | 126.0 | 0.772 | 97.3 |
| 4 | 136.0 | 0.708 | 96.4 |
| 5 | 146.9 | 0.650 | 95.5 |
| Years 1 to 5 | 486.4 |
The terminal value at the end of year 5 is 146.9 × 1.025 / (9% − 2.5%) ≈ 2,317, a present value of about 1,505.9.
| Step | Amount |
|---|---|
| Present value of years 1 to 5 | 486.4 |
| Present value of the terminal value | 1,505.9 |
| Enterprise value | 1,992.3 |
| Less net debt | −300.0 |
| Equity value | 1,692.3 |
| Per share (100 million shares) | 16.92 |
Figures are rounded. Three quarters of the value (1,505.9 of 1,992.3, or 76%) comes from the terminal value, that is, from what happens after year five. That is the rule rather than the exception: the longer a company grows, the further into the future its value sits.
Sensitivity: what the assumptions change
Company G's value per share by discount rate and perpetual growth, all other assumptions unchanged:
| Discount rate | g = 2.0% | g = 2.5% | g = 3.0% |
|---|---|---|---|
| 8% | 19.00 | 20.64 | 22.60 |
| 9% | 15.78 | 16.92 | 18.26 |
| 10% | 13.37 | 14.20 | 15.16 |
From 13.37 to 22.60: almost 70% apart, with assumptions that are all defensible. A DCF is read as a range, never as an exact price. The DCF calculator shows this table for your own assumptions.
How to choose the assumptions
- Free cash flow growth. Start from history, five to ten years of cash flows, found in annual reports or on our company financials pages, then let it converge to long-term growth. Twenty percent a year for ten years is very rare.
- The discount rate. It pays for risk: the cost of equity (risk-free rate plus an equity risk premium, adjusted by beta) and the after-tax cost of debt, weighted. Aswath Damodaran's data (NYU Stern), updated every year, gives risk premiums and costs of capital by industry. For a large listed company, the rate is often between 7 and 10%.
- Perpetual growth. It cannot stay above the economy's nominal growth, around 2 to 3% for a company in a developed market. Above that, the company would eventually outgrow the economy itself.
- Starting free cash flow. One exceptional year (postponed investment, a one-off receipt) skews the whole calculation; a normal level, averaged over a few years, works better.
The reverse DCF: start from the price
Instead of guessing growth to get a value, you can start from the price and solve for the growth it implies. If Company G's shares traded at 20, it would take free cash flow growth of 11.5% a year for five years to justify that price, all else equal, against 8% in our scenario. The question becomes: has this company ever done that well? That is often easier to judge than "what is it worth?". → Reverse DCF calculator
When the DCF works poorly
- Companies without positive free cash flow (young businesses, heavy investment phases): all the value sits in the terminal value, and the result becomes very uncertain.
- Banks and insurers: debt is their raw material; models based on dividends or return on equity suit them better.
- Highly cyclical companies: free cash flow in a peak or trough year is not a representative starting point.
- A sanity check: comparing the result with simple multiples (P/E, enterprise value to EBITDA) helps spot an unrealistic assumption.
How InvestIQ uses the DCF
In Stock Analysis, the valuation module runs a DCF on the company's free cash flow with its assumptions shown (growth, margin, discount rate, perpetual growth), a sensitivity table and a reverse DCF. The result is one piece of context in the valuation group, which weighs 12% of the score; the details are in the methodology. The public calculators (DCF, reverse DCF, intrinsic value) use the same discounting engine, with your assumptions.
In short
A DCF turns assumptions about a company's future into a number, and makes each of them explicit. That is its strength: you see exactly what you need to believe to get a price. It is also its weakness: three assumptions, above all the terminal value, drive almost the whole result. Read as a range, alongside a reverse DCF and a few multiples, it is the most complete tool for asking what a price assumes.
Educational guidance only, not investment advice.
Tools and data for this topic
- DCF calculatorProject free cash flow, discount it and see how much each assumption changes the value. Free, no account.
- Reverse DCF calculatorStart from the share price and find the growth it already assumes. Free, no account.
- Intrinsic value calculatorFour classic methods side by side: DCF, Graham’s formula, the Graham number and an earnings multiple.
Frequently asked questions
The value of all cash flows after the forecast period, usually calculated with a constant perpetual growth rate. It is often more than half of the total value: 76% in this article's example.
Usually the weighted average cost of capital (WACC): the cost of equity (risk-free rate plus a risk premium) and the after-tax cost of debt, weighted. For a large listed company it is often between 7 and 10%.
Its arithmetic is rigorous, but it depends heavily on the assumptions: in this article's example, assumptions that are all defensible give 13 to 23 per share. It is read as a range, with a sensitivity table, not as an exact price.
A DCF starts from your assumptions to estimate a value; a reverse DCF starts from the price to find the growth that price implies. The second avoids having to guess growth.