Free DCF Calculator
Perform a professional dcf calculation in seconds. Our free DCF valuation calculator helps you estimate the intrinsic value of stocks using the discounted cashflow model. Learn how to calculate DCF
How to Use This DCF Model Calculator
A DCF calculator determines the value of a company today based on projections of how much money it will generate in the future. This discounted cashflow analysis is widely considered the "gold standard" of stock valuation.
The Variables
| Input | Meaning |
|---|---|
| Free Cash Flow (FCF) | Cash left over after paying for operating expenses and CAPEX. (See the Cash Flow Guide). |
| Growth Rate | How fast FCF is expected to grow over the next 10 years. |
| Discount Rate | Your required rate of return (often 8-12%). |
| Terminal Growth Rate | The expected growth rate of the business after the 10-year projection period. |
Why Intrinsic Value Matters
Knowing how to calculate DCF gives you an edge. The market price tells you what others are paying, but the intrinsic value tells you what the asset is actually worth.
By using this dcf valuation calculator, you can spot disparities between price and value—the core principle of value investing.
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After finding a stock's value with our dcf model calculator, use our other tools to manage your portfolio growth.
Mastering Intrinsic Value: The DCF Valuation Framework
Investing is about making smart decisions. But how do you know if a stock is actually worth the price you’re paying? Some stocks are undervalued gems, while others are overhyped and overpriced. Discounted Free Cash Flow (DCF) analysis is the most robust method to determine a company's real worth based on its future potential.
What is Intrinsic Value?
Intrinsic value is the real worth of a company based on its ability to generate cash in the future. Imagine buying a small business—you wouldn't just look at yesterday's sales; you'd project how much money it will bring in over the next decade. A stock works exactly the same way.
The Time Value of Money
A dollar today is worth more than a dollar ten years from now because you can invest it today to earn a return. In a DCF model, we discount future cash flows to their "present value" to see what they are worth in today's money.
The 5 Pillars of a DCF Model
1. Free Cash Flow (FCF)
The lifeblood of any business. This is the cash left over after paying all operating expenses and capital expenditures. It's the money a company can use to pay dividends or reinvest.
2. Growth Projections
Estimating how fast a company’s cash flow will grow over the next 5-10 years. Faster growth leads to higher intrinsic value, but must be grounded in reality.
3. Terminal Value
Since companies don't stop existing after 10 years, the terminal value estimates the worth of all cash flows beyond the projection period into infinity.
Strategic Advantage
By determining a company's intrinsic value, you can compare it directly to the current stock price. If the price is significantly lower, you've found a margin of safety—the hallmark of successful value investing.
When to Use DCF
- Stable companies with predictable cash flows.
- High-growth tech firms with reliable FCF margins.
- Acquisition targets or private business valuations.
- Long-term buy-and-hold investment analysis.
DCF vs. P/E Ratios
While P/E ratios are easy, they only look at a single year's earnings which can be manipulated. A DCF model looks at cash over a long horizon, making it much harder to "fake" a good valuation.
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DCF Valuation FAQ
- A DCF Calculator (Discounted Cash Flow) is a professional investment calculator that estimates the intrinsic value of an investment based on its expected future cash flows. It discounts these future cash flows back to their present value using a specific discount rate, helping investors decide if a stock is overvalued or undervalued.
- The core formula for DCF calculation is: DCF = FCF₁ / (1+r)¹ + FCF₂ / (1+r)² + ... + FCFₙ / (1+r)ⁿ + Terminal Value. Where FCF is Free Cash Flow, r is the discount rate, and n is the time period. The terminal value is derived using the Terminal Growth Rate. Our tool automates this complex dcf calculation formula for you.
- Terminal Growth is the rate at which a company's free cash flow is expected to grow indefinitely. It is used in the terminal value calculation of a DCF model to estimate the value of a company's future cash flows beyond the forecast period. The formula is the standard Gordon Growth Model: Terminal Value = [FCF₁₀ × (1 + g)] / (r - g). It is correct because businesses are 'going concerns' that generate cash indefinitely. Since we can't project every single year to infinity, this formula mathematically captures the value of all future cash flows beyond our 10-year forecast (the terminal period), treating them as a perpetual annuity growing at a stable rate (g).
- The discount rate represents your required annual rate of return. It is used to convert future cash flows into today's dollars (Present Value). It accounts for both the 'time value of money' (a dollar today is worth more than a dollar tomorrow) and the 'risk' of the investment. Generally, the riskier the company, the higher the discount rate you should apply.
- Free cash flow calculation is vital because it represents the actual cash a company generates after accounting for capital expenditures. Unlike net income, it is harder to manipulate, making it the bedrock of any accurate discounted cashflow analysis.
- To calculate DCF, project the company's free cash flow for the next 5-10 years, determine an appropriate discount rate, estimate a terminal value using a Terminal Growth Rate for the period beyond, and then discount all those values back to the present day using your discount rate.