Why Two Measures Are Needed
A company can be worth different amounts depending on which claim is being valued. Common shareholders own a residual claim: they receive value after claims with priority, such as debt, have been satisfied. The company’s operating business, by contrast, supports the claims of multiple capital providers. Equity value and enterprise value therefore answer different questions, even when both are reported as dollar amounts.
The distinction matters whenever a valuation is compared with a cash-flow forecast or another company. A value based on cash flows available to all capital providers should not be compared directly with a value based only on cash flows available to common shareholders. The same discipline applies when deciding whether an investor is valuing the common shares or assessing the operating business as a whole.
Enterprise value (EV) is a measure of the value of a company’s operating business to its capital providers. Under a common convention, it is calculated from equity value, financing claims senior to common equity, and available cash:
This convention treats debt, preferred equity, and noncontrolling interests as claims on the business that are not included in common equity value. Cash is subtracted because available cash is an asset outside the operating business that can reduce the net cost of acquiring or funding that business. In practice, valuation conventions can differ over which debt-like claims or cash balances to include. A comparison is meaningful only when the same convention is applied consistently.
Claims, Cash Flows, and the Valuation Measure
Equity value belongs to common shareholders. Enterprise value is intended to capture the operating business for all relevant capital providers, not just common shareholders. Neither measure is simply the company’s accounting total assets: accounting statements report book amounts and include operating assets and liabilities that are treated differently in a market valuation.
A basic way to justify the enterprise-value convention is to start with a simplified market-value claim identity. Suppose the value of operating assets and available cash is funded by common equity, debt, preferred equity, and noncontrolling interests. Then the operating-asset value is the value of those financing claims less cash. This gives the stated EV expression. The identity is an economic valuation convention, not a claim that every balance-sheet liability should be added separately; ordinary operating liabilities are generally reflected in the operating business and its cash flows.
If the question concerns common shareholders’ interest, use equity value. If it concerns the operating business supported by multiple capital providers, use enterprise value.
Cash flow to equity is measured after payments to debt providers and is valued using the required return on equity. Free cash flow to the firm is before financing payments and is valued using a required return appropriate to all capital providers, commonly the weighted average cost of capital.
Include the relevant financing claims in EV, subtract available cash where appropriate, and use compatible definitions for cash flow, value, and discount rate.
The cash-flow matching principle follows from what each cash flow represents. Free cash flow to equity (FCFE) is available to common shareholders after the company’s operating needs and financing obligations. Its present value, discounted at the required return on equity, estimates equity value. Free cash flow to the firm (FCFF) is available to debt and equity providers before payments to those providers. Its present value, discounted at a rate reflecting the required returns of the capital providers, estimates enterprise value. These present-value methods require forecasts and discount rates on a consistent basis; perpetual-growth versions additionally require the discount rate to exceed the perpetual growth rate.
Worked Example: Calculating Enterprise Value from Financing Claims
A hypothetical software company has an estimated common equity value of $480 million, debt of $125 million, preferred equity of $15 million, a noncontrolling interest of $20 million, and $45 million of available cash. Calculate enterprise value and identify the claims included in the result.
Method. Apply the stated enterprise-value convention: add financing claims not already represented by common equity value, then subtract available cash.
First add common equity and debt: \(480+125=605\) million.
Add preferred equity: \(605+15=620\) million.
Add the noncontrolling interest: \(620+20=640\) million.
Subtract available cash: \(640-45=595\) million. Therefore, enterprise value is $595 million.
The common equity value is only $480 million because it represents the common shareholders’ claim. EV also reflects the debt, preferred equity, and noncontrolling interest, then deducts the cash asset available to offset the funding required for the business. The common mistake avoided here is subtracting debt or preferred equity from common equity value when calculating EV; under this convention, those claims are added.
Check. The net additions beyond common equity are \(125+15+20-45=115\) million, and \(480+115=595\) million.
Valuing Equity and the Operating Business
When a valuation begins with projected cash flows, select the measure by asking who can receive those cash flows. If the forecast is FCFE, use an equity valuation method and a required return on equity. If the forecast is FCFF, use an enterprise valuation method and a discount rate reflecting all capital providers. A discount rate and cash flow that refer to different claims do not produce a consistently interpreted value.
For a level-growth perpetuity beginning with a cash flow at the end of year 1, the present value is the next-period cash flow divided by the discount rate less the constant growth rate. This model assumes the cash flow grows at the stated rate forever and that the discount rate is greater than that rate. The same mathematical form can value FCFE or FCFF, but the resulting measure and discount rate differ.
Worked Example: Matching Perpetuity Cash Flows to Value
A hypothetical manufacturer is evaluated using two independently prepared, internally consistent forecasts. FCFF for next year is $84 million and is expected to grow at 2.5% annually forever; the appropriate discount rate for those firm cash flows is 9.5%. FCFE for next year is $50 million and is expected to grow at 2.5% annually forever; the required return on equity is 10.0%. Calculate the enterprise value from FCFF and the equity value from FCFE.
Method. Apply the growing-perpetuity formula separately to each cash flow, using the rate associated with that claim.
For FCFF, the spread between the discount rate and growth rate is \(9.5\%-2.5\%=7.0\%\), or \(0.070\). Thus:
For FCFE, the spread is \(10.0\%-2.5\%=7.5\%\), or \(0.075\). Thus:
Rounded only at the final step to two decimal places, the enterprise value is $1,200.00 million and the equity value is $666.67 million. Both applications satisfy the model condition \(r>g\), and both cash flows begin at year 1. The figures are not alternatives for the same claim: they arise from different cash flows and discount rates. The common mistake avoided is discounting FCFF at the required return on equity, or discounting FCFE at a rate intended for all capital providers.
Check. The FCFF denominator is \(0.070\), so \(84/0.070=1{,}200\). The FCFE denominator is \(0.075\), so \(50/0.075=666.666\ldots\), which rounds to \(666.67\).
Choosing a Measure for Company Comparisons
Equity value is often the relevant measure for a common shareholder considering the market value of the shares or an equity claim. Enterprise value is often more appropriate when the question concerns the operating business and when companies have different financing mixes. Two businesses with similar operations can have different equity values because one has more debt or cash, even if their enterprise values are similar.
Enterprise value is not a complete measure of operating quality by itself. It does not make different companies identical: growth, risk, accounting policies, and business composition still matter. Nor is EV equally useful in every industry. For many financial institutions, borrowing and lending are central operating activities, so separating operating liabilities from financing claims is less straightforward. Analysts may use measures designed for those businesses rather than applying a standard industrial-company EV convention mechanically.
Worked Example: Comparing Two Businesses with Different Financing
Two hypothetical equipment-service companies have similar operating activities. Company Alder has common equity value of $260 million, debt of $90 million, preferred equity of $10 million, noncontrolling interest of $15 million, and available cash of $25 million. Company Birch has common equity value of $300 million, debt of $45 million, no preferred equity or noncontrolling interest, and available cash of $45 million. Calculate each EV and state which measure is more useful for comparing the operating businesses.
Method. Apply the same EV convention to both companies so their values are comparable.
For Alder, add the financing claims: \(260+90+10+15=375\) million. Subtract available cash: \(375-25=350\) million. Alder’s enterprise value is $350 million.
For Birch, add common equity and debt: \(300+45=345\) million. There are no preferred or noncontrolling claims to add. Subtract cash: \(345-45=300\) million. Birch’s enterprise value is $300 million.
Alder has the lower common equity value, $260 million compared with Birch’s $300 million, but its EV is higher, $350 million compared with $300 million. The difference reflects the other claims and cash included under the convention, not a contradiction. EV is the more appropriate starting measure for comparing the operating businesses because it incorporates financing claims beyond common equity. A complete comparison would still require operating forecasts and consistent risk assumptions. The common mistake avoided is ranking the businesses by equity value alone while ignoring their different financing and cash positions.
Check. Alder’s net additions to equity value are \(90+10+15-25=90\) million, giving \(260+90=350\). Birch’s net additions are \(45-45=0\), giving \(300+0=300\).
Common Mistakes and Practical Limits
- Confusing equity value with book equity. Book equity is an accounting balance; equity value is a market or valuation estimate of the common shareholders’ claim. They may differ substantially.
- Adding cash to EV under the stated convention. Available cash is subtracted, not added, because it can reduce the net amount required to fund the operating business.
- Omitting a claim outside common equity. Debt, preferred equity, and noncontrolling interests may represent claims on the business that must be reflected when using the stated EV convention.
- Mixing cash flows and discount rates. FCFE belongs with an equity valuation and the required return on equity; FCFF belongs with an enterprise valuation and an appropriate return for all capital providers.
- Treating every liability as debt. The convention does not say to add every balance-sheet liability. Operating liabilities are generally part of the operating business rather than separate financing claims in this calculation.
- Assuming one EV definition fits every comparison. The treatment of leases, restricted cash, and other debt-like items can depend on the analysis. State and apply a consistent convention, especially when comparing companies.
Check Your Understanding
For each problem, identify the appropriate valuation measure or apply the stated convention. Amounts are hypothetical.
- A firm has common equity value of $175 million, debt of $50 million, preferred equity of $5 million, no noncontrolling interest, and available cash of $20 million. Calculate EV using the convention in this tutorial. (Answer: $210 million.)
- A valuation forecast gives FCFE of $36 million next year, growing at 3% forever, with a required return on equity of 9%. What value does the growing-perpetuity model estimate, and what claim does it represent? (Answer: $600 million; equity value.)
- A company has FCFF of $63 million next year, perpetual growth of 2%, and an appropriate discount rate for all capital providers of 9%. Calculate the corresponding value and state whether it is equity value or EV. (Answer: $900 million; EV.)
- Two hypothetical businesses have equal enterprise values, but one has more debt and less cash. An analyst wants to assess the market value attributable specifically to common shareholders. Which measure should the analyst focus on, and why? (Answer: Equity value, because it represents the common shareholders’ claim rather than the operating business value for all capital providers.)
- A company’s FCFF is discounted at its required return on equity to estimate the value of its operating business. Identify the mismatch and state the appropriate pairing. (Answer: FCFF is a firm-level cash flow, so it should be discounted at a rate appropriate to all capital providers to estimate EV; FCFE should be discounted at the required return on equity to estimate equity value.)