← Executive · Level 1
Corporate finance · 30 min

Valuation: DCF and the Cost of Capital

A business is worth the present value of the cash it will generate. A discounted cash flow (DCF) projects free cash flow and discounts it by the weighted average cost of capital (WACC).

Terminal value often makes up most of a DCF's result — small changes in the perpetual growth rate or WACC swing value dramatically.

Triangulate: compare DCF with trading comparables and precedent transactions. Disagreement among methods is information.

Value is created only when return on invested capital (ROIC) exceeds WACC. Growth below that spread destroys value.

Return on invested capital (ROIC) is after-tax operating profit divided by the capital invested in operations. The weighted average cost of capital (WACC) is the required return of debt and equity investors, weighted by their shares of financing, with debt cost adjusted for applicable tax benefits. Growth creates value when the ROIC on additional investment exceeds WACC; revenue growth or an operating margin above 20% alone does not establish value creation.

Unlevered free cash flow is operating cash flow after taxes and reinvestment but before debt financing payments; it belongs to both debt and equity investors and is discounted at WACC, their weighted required return. Equity free cash flow, also called levered free cash flow, is cash available to shareholders after debt payments and net borrowing; it is discounted at the cost of equity, shareholders’ required return. The cost of debt is lenders’ required return, not the appropriate discount rate for either enterprise or equity free cash flow.

For a mature, stable utility valued using nominal cash flows, a perpetual growth rate aligned with projected long-term nominal GDP growth—2.5% in this example—is the most defensible baseline, provided reinvestment and the discount rate support it. Gross domestic product (GDP) measures an economy’s output; nominal growth includes inflation. A five-year revenue compound annual growth rate (CAGR), the constant annual rate connecting starting and ending revenue, is not a perpetual forecast. Neither a 7% historical CAGR nor a 5% industry growth forecast establishes sustainable growth forever. Zero growth can be a valid scenario, but is not the best baseline here without evidence of long-term stagnation.

WACC is the weighted average of the returns required by equity and debt providers, incorporating the applicable tax benefit of debt. In a conventional enterprise DCF with positive future cash flows, a higher WACC lowers their present value. It also lowers perpetual-growth terminal value by increasing the denominator, WACC minus growth. Holding operating forecasts and growth assumptions constant, the valuation therefore decreases.

Precedent transaction valuation estimates value from prices paid in acquisitions of comparable businesses, often expressed as multiples of revenue or earnings. Trading comparables instead use current market valuations of similar publicly traded companies. When a DCF substantially exceeds precedent transaction values, critically re-examine growth, margins, reinvestment, discount rates and terminal assumptions, while also checking whether the deals are genuinely comparable. The discrepancy is diagnostic evidence, not a reason to average estimates blindly or force the DCF to match acquisition prices.

You, think about a bonus you expect to receive in two years. Its value to you today is less than its face amount because you can't use or invest that money yet; a DCF applies this same time-value-of-money principle to a company's entire future.

Learning objective

Build a consistent cash-flow valuation and identify sensitivity to discounting and terminal assumptions.

Next-year FCF
$100
WACC − growth
8%
Terminal illustration
$1,250

Understand the mechanism

An enterprise DCF normally discounts unlevered free cash flow at WACC; an equity DCF discounts equity cash flow at cost of equity. Mixing them misstates value. Unlevered FCF commonly starts from after-tax operating profit, adds noncash charges and subtracts capital expenditure and increases in working capital.

Terminal value under perpetual growth is next-year cash flow divided by WACC minus growth. The growth rate must be below the discount rate and sustainable in the long run. A narrow difference in the denominator can create a large valuation without corresponding evidence.

Put it to work

Separate operating assumptions from financing assumptions. Use scenarios for margins, reinvestment and working capital, and check ROIC against the cost of capital. Growth that requires costly reinvestment is not free.

Triangulate with relevant comparables, adjusting for differences. DCF disagreement is a prompt to inspect assumptions, not to average numbers blindly.

Worked example

  1. 1

    A $100 cash receipt one year away discounted at 10% is worth $90.91 today.

  2. 2

    A perpetuity with next-year cash $100, WACC 10% and growth 2% is worth $1,250 at the point before those cash flows.

  3. 3

    Raise WACC to 11%: value becomes $1,111.11. This terminal value must still be discounted to today if it begins after a forecast period.

Valuation precision cannot exceed the credibility of its assumptions.

Your practice lab

Compute perpetuity value at $200 next-year FCF, 10% WACC and 2% growth, then at 3% growth. Explain the risk.

Personal scratchpad · not graded or saved

Case study

Case Study: The SaaS Startup's Reality Check

Innovate Inc., a promising SaaS startup, was preparing for its Series A funding round. The founders built a DCF model showing aggressive 40% year-over-year growth for five years, slowing to a 5% perpetual growth rate in the terminal value calculation. The resulting valuation was exceptionally high, giving them lofty expectations for the fundraise.

A veteran VC reviewed the model. While impressed with the product, she immediately flagged the 5% perpetual growth rate, noting it was unsustainable as it significantly outpaced long-term global GDP growth. She also pointed out that their Return on Invested Capital (ROIC) in the terminal period was only slightly higher than their WACC, meaning the aggressive growth was creating very little value relative to its cost.

By adjusting the perpetual growth rate to a more defensible 2.5% and modeling a more realistic ROIC-WACC spread, the valuation dropped by nearly 50%. The exercise was a crucial lesson for the founders: terminal assumptions aren't just a plug-in, but a strategic statement about the company's long-term competitive position and place in the economy.

A DCF valuation's integrity depends on defensible long-term assumptions; unsustainable growth or a failure to generate returns above the cost of capital can lead to dramatically inflated values.

Illustrative example — names and figures are composites for teaching.

Your Venture Blueprint · Numbers
View blueprint

Based on your venture idea, what is a defensible long-term perpetual growth rate you would use in a terminal value calculation, and why? Justify your choice relative to long-term economic growth.

Example: For my B2B logistics software, I'd use a 3% perpetual growth rate. This is in line with projected long-term nominal GDP growth, reflecting the idea that my business will eventually mature and grow with the overall economy it serves. It's not overly aggressive and is therefore a defensible assumption to an investor.

Go deeper — outside resources

Key ideas

  • Value = PV of future free cash flow
  • Terminal value dominates — stress it
  • ROIC > WACC creates value

Try it: Change a DCF's growth rate by 1 point and observe the effect on value.

Quick check

1. Growth creates value only when…

2. Which assumption most often dominates a DCF?

3. When performing an enterprise DCF, which pair of inputs is correctly matched?

4. An analyst valuing a mature, stable utility company is selecting a perpetual growth rate for the terminal value. Which rate is most defensible?

5. If a company's Weighted Average Cost of Capital (WACC) increases while all other assumptions remain the same, what is the effect on its DCF valuation?

6. An analyst's DCF model results in a valuation significantly higher than the valuation implied by precedent transactions. What is the best course of action?