Analyst Dojo
Lesson 3 of 5 11–14% of the exam

Enterprise value multiples

Enterprise value prices the whole business: the market value of debt, equity and preferred shares, minus cash. Divided by a figure that belongs to all capital providers, such as operating profit, sales or free cash flow to the firm, it compares companies with different debt better than price multiples do.

8 min cram, 36 min full read. Based on the 2027 CFA® Program Level I curriculum, Equities, Learning Module 7.

Tailor this to you: take the self-assessment

Before this: Valuing with multiples: comparables and forecasted fundamentals, Price multiples: P/E, earnings yield, P/S, P/B and dividend yield, Book value, market capitalization and enterprise value

On the exam

  • Calculate and interpret price and enterprise value multiples, and describe their appropriate uses

Calculate and interpret enterprise value (EV) multiples and describe their appropriate uses. Expect EV from market data, EV after a debt-financed buyback or investment, EV to earnings before interest, taxes, depreciation, and amortization (EBITDA) and its justified level from tax, depreciation, capital spending, the weighted average cost of capital (WACC) and growth, value to book and EV to book value of capital, EV to free cash flow to the firm (FCFF), industry-specific multiples, and which multiple suits a capital-intensive firm, a firm with different leverage or one with negative book equity.

How deeply to learn each part
Know the idea
Understand it in general. It frames other topics, but you will not calculate with it.
Use it
Understand it well enough to solve a question with it. Recognize when it applies.
Memorize
Learn it by heart. The exam will not give it to you.

You know this one. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still do.

You tested strong here. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still know it.

Cram mode: the one-screen version of this lesson. Switch to Full for the explanations, worked examples and interactives.

What is enterprise value?

The enterprise value (EV) of a firm is its value to all its claimants, not only shareholders. It starts from the market capitalization (share price times shares outstanding) and adds the market value of debt and of preferred shares. It then subtracts cash and short-term investments.

Enterprise value Memorize
EV=MV of debt+MV of equity+MV of preferred shares−Cash and short-term investmentsEV = \text{MV of debt} + \text{MV of equity} + \text{MV of preferred shares} - \text{Cash and short-term investments}

In practice, the book value of debt as a proxy for market value is common, and the same goes for preferred shares. Cash and short-term investments are subtracted because they are cash as a non-operating asset : a buyer of the business would get them. Never add them. The firm value is the market value of debt plus the market value of equity, without the cash deduction.

Firm value Know the idea
Firm value=MV of debt+MV of equity\text{Firm value} = \text{MV of debt} + \text{MV of equity}
From market capitalization to enterprise value
Enterprise value (EV)value of the business to all claimants
  • Market value of equity Memorize price × shares outstanding
  • plus Market value of debt Memorize book value often used as a proxy
  • plus Market value of preferred shares Memorize a senior claim
  • minus Cash and short-term investments Memorize non-operating assets; never add them

The pairing rule decides which multiples make sense. This is price versus EV multiples : EV goes with figures that belong to lenders and shareholders together (revenue, earnings before interest and taxes (EBIT), EBITDA, free cash flow to the firm (FCFF), which includes after-tax interest to lenders, and book value of capital). Market value of equity goes with figures that belong to shareholders (dividends, free cash flow to equity, net income, book value of equity).

Rearrange itEnterprise value: solve for any input
The question asks for
A company has a market capitalization of 1,100.00 million. The market value of its debt is 520.00 million, its preferred shares are worth 60.00 million, and it holds 130.00 million of cash and short-term investments. Its enterprise value, in millions, is closest to:

1,100.00 + 520.00 + 60.00 − 130.00 = 1,550.00

Enterprise value (millions)1,550.00

On your calculator
  1. 1100+520+60−130=1550
  1. 1100ENTER520+60+130−1550

ENTER enter (on the HP, puts the number on the stack)

Learning Module 5 introduced EV as equity plus preferred shares plus net debt.

How do you keep EV up to date after a change in capital structure?

Prices change daily, but debt and cash come from the last statements. Update EV for any financing announced since: that is the idea of EV after a change in capital structure .

Exam tip A buyback paid with new debt reshuffles the claims: EV stays put until prices move.

How do multiples on operating income and sales work?

Operating earnings belong to lenders and shareholders, so they pair with EV. That makes EV multiples useful for comparing firms with different financing. Three definitions matter. EBIT is earnings after depreciation and amortization but before interest and taxes. EBITDA adds depreciation and amortization back, and is a broader, non-standardized measure. Earnings before interest, taxes, and amortization (EBITA) adds back only amortization.

DenominatorUse when
EBITDAdepreciation and amortization are large and policies differ, as in capital-intensive businesses
EBITAamortization of intangibles is a major expense but depreciation is not
EBITneither depreciation nor amortization is a major item
Salesearnings are negative or volatile; with significant debt use enterprise value to sales (EV/sales) rather than price-to-sales (P/S)

EV/EBITDA controls for differences in depreciation and amortization practices, so it is frequently used for capital-intensive businesses with substantial depreciation and amortization. EV/EBITA and EV/EBIT follow the same logic with the charges that matter. EV/sales divides EV by revenue and replaces P/S when a firm carries significant debt.

The justified EV/EBITDA follows from constant growth. EV is next year’s FCFF divided by the weighted average cost of capital (WACC) less growth, and FCFF is EBITDA(1 − t) + depreciation × t − capital expenditures − the change in working capital. Divide by EBITDA:

Justified EV/EBITDA Use it
EVEBITDA=(1−t)+Dep×tEBITDA−CapexEBITDA−ΔWCEBITDAWACC−g\frac{EV}{\text{EBITDA}} = \frac{(1 - t) + \dfrac{\text{Dep} \times t}{\text{EBITDA}} - \dfrac{\text{Capex}}{\text{EBITDA}} - \dfrac{\Delta \text{WC}}{\text{EBITDA}}}{\text{WACC} - g}

Lower WACC, lower capital spending, higher growth and lower taxes all raise it. The tax effect is mixed: a lower rate raises the first term but shrinks the depreciation tax shield.

Rearrange itJustified EV/EBITDA: solve for any input
The question asks for
A company has earnings before interest, taxes, depreciation, and amortization (EBITDA) of 500.00, depreciation of 200.00, capital expenditures of 260.00 and an increase in working capital of 20.00. Its tax rate is 25.00%, its weighted average cost of capital (WACC) is 8.00% and its long-run growth rate is 3.00%. Assuming constant growth, its justified enterprise value to EBITDA multiple is closest to:

(500 × 0.75 + 200 × 0.25 − 260 − 20) = 145; 145 ÷ (0.08 − 0.03) ÷ 500 = 5.8

Justified EV/EBITDA5.8

On your calculator
  1. 500×0.75+(200×0.25)−260−20=145
  2. ÷(0.08−0.03)=2900
  3. ÷500=5.8
  1. 500ENTER0.75×200ENTER0.25×+260−20−145
  2. 0.08ENTER0.03−÷2900
  3. 500÷5.8

ENTER enter (on the HP, puts the number on the stack)

Why can the same price-to-earnings ratio hide different EV/EBITDA?

A price multiple and an EV multiple can tell different stories, because leverage and cash sit between them. When they disagree, look at the debt, the cash and the gap between operating income and net income.

Which balance sheet multiple copes with leverage?

When peers have different leverage, or a firm has negative book equity, the price-to-book ratio (P/B) breaks down. Compare the market value of all capital with its book value instead. The value to book multiple uses debt and equity at market and at book. The enterprise value to book multiple also deducts cash from both.

Value to book and EV to book Use it
Value to book=MV equity+MV debtBV equity+BV debt,EV to book=MV equity+MV debt−CashBV equity+BV debt−Cash\text{Value to book} = \frac{\text{MV equity} + \text{MV debt}}{\text{BV equity} + \text{BV debt}}, \quad \text{EV to book} = \frac{\text{MV equity} + \text{MV debt} - \text{Cash}}{\text{BV equity} + \text{BV debt} - \text{Cash}}

For the justified form, write FCFF as EBIT × (1 − t) × (1 − the reinvestment rate). The reinvestment rate is the share of after-tax EBIT put back into depreciation-replacing and new capital spending and working capital. The return on capital (ROC) is next year’s after-tax EBIT divided by the book value of capital. Divide EV = FCFF ÷ (WACC − g) by book value of capital and you get the justified EV to book value of capital .

Justified EV to book value of capital Use it
EVBook value of capital=ROC×(1−Reinvestment rate)WACC−g\frac{EV}{\text{Book value of capital}} = \frac{\text{ROC} \times (1 - \text{Reinvestment rate})}{\text{WACC} - g}
Rearrange itJustified EV to book value of capital: solve for any input
The question asks for
A company has a return on capital (ROC) of 10.00% and reinvests 40.00% of its after-tax operating profit. Its weighted average cost of capital (WACC) is 7.50% and its long-run growth rate is 4.00%. Its justified enterprise value (EV) to book value of capital is closest to:

0.1 × 0.6 ÷ (0.075 − 0.04) = 1.7143

Justified EV to book value of capital1.7143

On your calculator
  1. 0.1×0.6÷(0.075−0.04)=1.7143
  1. 0.1ENTER0.6×0.075ENTER0.04−÷1.7143

ENTER enter (on the HP, puts the number on the stack)

What about cash flow and industry-specific multiples?

The EV/FCFF multiple pairs EV with next year’s FCFF. Under constant growth the value to FCFF is one divided by the gap between WACC and growth. It suits firms with stable FCFF and swings with capital spending and working capital.

Value to FCFF Know the idea
VtFCFFt+1=1WACC−g\frac{V_t}{\text{FCFF}_{t+1}} = \frac{1}{\text{WACC} - g}

For example, WACC of 8% and growth of 3% give 20.0.

Some sectors use industry-specific multiples , which divide by an operating measure such as output, reserves or users. Their advantages are a direct link to what drives value in the sector and no accounting distortions. Their drawbacks are no comparison with other industries (a whole sector can be mispriced against the market) and a weak link to fundamentals. Sorvik Gas has an EV of USD 4,800 million and developed reserves of 400 million barrels of oil equivalent, so its EV/developed reserves is 4,800 ÷ 400 = USD 12.00 per barrel to compare with other producers. Oil and gas analysts also use EV/production , EV per unit of daily output.

Which EV multiple suits which company?

MultipleDriven bySuits
EV/EBITDAtax rate, depreciation, capital spending, WACC, growthcapital-intensive firms
EV/EBIT or EV/EBITAas EV/EBITDA, after the charges that matterfirms where amortization (EBITA) or neither charge (EBIT) is large
EV/salesmargins, capital spendingloss-making or leveraged firms
EV to book value of capitalreturn on capitalfirms with different leverage or negative book equity
EV/FCFFFCFF growth, WACCfirms with stable FCFF
EV per unit of output or reservessector value driverscommodity producers and other single-driver sectors
InteractiveEnterprise value (EV): the whole business, net of cash

Try this 0 of 3

  • Build EV: find a financing move that leaves EV unchanged while debt rises
  • Justified EV/EBITDA: raise capital spending until the justified multiple falls below 5.0
  • Price vs EV multiples: give the two ferry firms equal EV/EBITDA by changing only Gannet's debt
Enterprise value (EUR bn)10.30
Firm value, debt + equity (no cash deduction)11.00

Book values of debt and preferred shares stand in for their market values. Cash is subtracted because a buyer of the whole business would get it back.

Show working

Equity = 400 million × 20.00 = 8.00; EV = 8.00 + 3.00 + 0.50 − 1.20 = EUR 10.30 billion; firm value = 11.00

On your calculator
  1. 0.4×20=equity 8.00
  2. 8+3+0.5−1.2=EV 10.30
  1. 0.4ENTER20×equity 8.00
  2. 8ENTER3+0.5+1.2−EV 10.30

ENTER enter (on the HP, puts the number on the stack)

Price multiples value the equity slice; EV multiples value the whole business.
Enterprise value multiples by statement
EV multiplespair EV with figures for all capital providers
  • Income statement Memorize EV/EBITDA, EV/EBITA, EV/EBIT, EV/sales
  • Balance sheet Use it value to book, EV to book value of capital
  • Cash flow Know the idea EV/FCFF = 1 ÷ (WACC − g) when justified
  • Industry-specific Know the idea EV per unit of output or reserves
Go deeper Why P/S and EV/sales can disagree

Sales belong to lenders and shareholders, so a heavily indebted firm looks cheap on P/S because its equity is a thin slice of the business. EV/sales puts the debt back. For an early-stage firm funded almost only by equity the two say nearly the same thing.

Memorize this

MemorizeEnterprise value and its multiples

ItemRule
EVMV debt + MV equity + MV preferred − cash and short-term investments
Firm valueMV debt + MV equity
PairingEV with EBITDA, EBIT, sales, FCFF, book value of capital
Justified EV/EBITDA[(1−t)+Dep t/EBITDA−Capex/EBITDA−ΔWC/EBITDA]/(WACC−g)[(1 - t) + \text{Dep}\,t/\text{EBITDA} - \text{Capex}/\text{EBITDA} - \Delta\text{WC}/\text{EBITDA}]/(\text{WACC} - g)
Justified EV to book capitalROC(1−reinvestment rate)/(WACC−g)\text{ROC}(1 - \text{reinvestment rate})/(\text{WACC} - g)

Memory hook Add the claims, subtract the cash; divide by what all claimants share.

Know it cold Debt-funded buyback at the market price: EV unchanged until prices move.

MemorizeWhich EV multiple

SituationUse
capital-intensive, large depreciationEV/EBITDA
amortization large, depreciation smallEV/EBITA
neither charge largeEV/EBIT
different leverage or negative book equityEV (or value) to book value of capital
significant debt, sales-basedEV/sales, not P/S
commodity producerEV per unit of production or reserves

Memory hook More capex, less value per unit of EBITDA.

Know it cold Higher WACC, higher capex, lower growth → lower justified EV/EBITDA.

From market capitalization to enterprise value
Enterprise value (EV)value of the business to all claimants
  • Market value of equity Memorize price × shares outstanding
  • plus Market value of debt Memorize book value often used as a proxy
  • plus Market value of preferred shares Memorize a senior claim
  • minus Cash and short-term investments Memorize non-operating assets; never add them
Enterprise value multiples by statement
EV multiplespair EV with figures for all capital providers
  • Income statement Memorize EV/EBITDA, EV/EBITA, EV/EBIT, EV/sales
  • Balance sheet Use it value to book, EV to book value of capital
  • Cash flow Know the idea EV/FCFF = 1 ÷ (WACC − g) when justified
  • Industry-specific Know the idea EV per unit of output or reserves
Enterprise value Memorize
EV=MV of debt+MV of equity+MV of preferred shares−Cash and short-term investmentsEV = \text{MV of debt} + \text{MV of equity} + \text{MV of preferred shares} - \text{Cash and short-term investments}
Quick example

Market capitalization 900, debt 350, preferred shares 50, cash 140: 900 + 350 + 50 − 140 = 1,160.

On your calculator
  1. 900+350+50−140= 1,160
  1. 900ENTER350+50+140− 1,160

ENTER enter (on the HP, puts the number on the stack)

Firm value Know the idea
Firm value=MV of debt+MV of equity\text{Firm value} = \text{MV of debt} + \text{MV of equity}
Quick example

Debt 350 and equity 900 at market value: 1,250.

Justified EV/EBITDA Use it
EVEBITDA=(1−t)+Dep×tEBITDA−CapexEBITDA−ΔWCEBITDAWACC−g\dfrac{EV}{\text{EBITDA}} = \dfrac{(1 - t) + \dfrac{\text{Dep} \times t}{\text{EBITDA}} - \dfrac{\text{Capex}}{\text{EBITDA}} - \dfrac{\Delta \text{WC}}{\text{EBITDA}}}{\text{WACC} - g}
Quick example

Ratios to EBITDA: depreciation 0.20, capital expenditures 0.28, change in working capital 0.05; tax 25%; WACC 10.5%, g 3.5%: (0.75 + 0.05 − 0.28 − 0.05) ÷ 0.07 = 6.71.

On your calculator
  1. 0.75+(0.2×0.25)−0.28−0.05=÷0.07= 6.71
  1. 0.75ENTER0.2ENTER0.25×+0.28−0.05−0.07÷ 6.71

ENTER enter (on the HP, puts the number on the stack)

Value to book and EV to book Use it
Value to book=MV equity+MV debtBV equity+BV debt,EV to book=MV equity+MV debt−CashBV equity+BV debt−Cash\text{Value to book} = \dfrac{\text{MV equity} + \text{MV debt}}{\text{BV equity} + \text{BV debt}}, \quad \text{EV to book} = \dfrac{\text{MV equity} + \text{MV debt} - \text{Cash}}{\text{BV equity} + \text{BV debt} - \text{Cash}}
Quick example

Equity 700 and debt 450 at market; book equity 350, book debt 450; cash 90: value to book 1,150 ÷ 800 = 1.44, EV to book 1,060 ÷ 710 = 1.49.

Justified EV to book value of capital Use it
EVBook value of capital=ROC×(1−Reinvestment rate)WACC−g\dfrac{EV}{\text{Book value of capital}} = \dfrac{\text{ROC} \times (1 - \text{Reinvestment rate})}{\text{WACC} - g}
Quick example

Return on capital 11%, reinvestment rate 20%, WACC 8%, g 2.2%: 0.088 ÷ 0.058 = 1.52.

On your calculator
  1. 0.11×0.8÷(0.08−0.022)= 1.52
  1. 0.11ENTER0.8×0.08ENTER0.022−÷ 1.52

ENTER enter (on the HP, puts the number on the stack)

Value to FCFF Know the idea
VtFCFFt+1=1WACC−g\dfrac{V_t}{\text{FCFF}_{t+1}} = \dfrac{1}{\text{WACC} - g}
Quick example

WACC 8.5%, g 3.5%: 1 ÷ 0.05 = 20.0.

How it is asked

  1. EV from market data

    Cap 4,200, debt 1,300, cash 400.

    5,100. Trap: adding the cash, 5,900.

  2. EV after a buyback

    Borrows 800 to buy back shares at the market price.

    Debt +800, equity −800: EV unchanged. Trap: adding the new debt only.

  3. Justified EV/EBITDA

    EBITDA 360, depreciation 90, capex 130, ΔWC 10, tax 20%, WACC 10%, g 4%.

    FCFF 166; 7.69. Traps: 6.85 (no depreciation shield), 11.02 (no (1 − t)).

  4. Which multiple

    Negative book equity after buybacks.

    EV (or value) to book value of capital, not P/B.

Exam traps

  • Adding cash to enterprise value, or leaving out preferred shares.
  • Pairing EV with net income or earnings per share, or price with EBITDA.
  • Treating a debt-funded buyback as raising EV.
  • Forgetting the depreciation tax shield or the (1 − t) in the justified EV/EBITDA.
  • Using P/B for firms with very different leverage or negative book equity.
  • Saying EBIT is before depreciation and amortization; EBIT is after them, EBITDA before.

Checkpoint

5 exam-style questions. About 90 seconds each.

  1. 1A company has a market capitalization of USD 1,800 million, debt with a book value (used as a proxy for market value) of USD 600 million, cash of USD 150 million and earnings before interest, taxes, depreciation, and amortization (EBITDA) of USD 250 million. Its enterprise value (EV) to EBITDA multiple is closest to:

  2. 2A company has earnings before interest, taxes, depreciation, and amortization (EBITDA) of EUR 400 million, depreciation of EUR 120 million, capital expenditures of EUR 150 million and an increase in working capital of EUR 10 million. Its tax rate is 30%, its weighted average cost of capital (WACC) is 9% and its long-run growth rate is 4%. Assuming constant growth, its justified enterprise value to EBITDA multiple is closest to:

  3. 3In calculating enterprise value (EV), cash and short-term investments are:

  4. 4An analyst compares a hotel group whose book value of equity has turned negative after years of share buybacks with peers that have positive book equity and different levels of debt. The multiple that is most appropriate is:

  5. 5A company has a market capitalization of CHF 6,000 million, debt of CHF 2,000 million and cash of CHF 500 million. It borrows CHF 1,000 million and uses it to buy back shares at the market price, which does not change. Its enterprise value after the buyback is closest to:

Key takeaways

  • EV = market value of debt + equity + preferred − cash and short-term investments; firm value leaves the cash in.
  • Pair EV with figures for all capital providers: EBITDA, EBIT, sales, FCFF, book value of capital.
  • Justified EV/EBITDA rises with lower WACC, lower capital spending, higher growth and lower taxes.
  • Use EV to book value of capital when leverage differs or book equity is negative; EV/EBITDA for capital-intensive firms.
  • A debt-funded buyback at the market price leaves EV unchanged.
Enterprise value Memorize
EV=MV of debt+MV of equity+MV of preferred shares−Cash and short-term investmentsEV = \text{MV of debt} + \text{MV of equity} + \text{MV of preferred shares} - \text{Cash and short-term investments}
Quick example

Market capitalization 900, debt 350, preferred shares 50, cash 140: 900 + 350 + 50 − 140 = 1,160.

On your calculator
  1. 900+350+50−140= 1,160
  1. 900ENTER350+50+140− 1,160

ENTER enter (on the HP, puts the number on the stack)

Firm value Know the idea
Firm value=MV of debt+MV of equity\text{Firm value} = \text{MV of debt} + \text{MV of equity}
Quick example

Debt 350 and equity 900 at market value: 1,250.

Justified EV/EBITDA Use it
EVEBITDA=(1−t)+Dep×tEBITDA−CapexEBITDA−ΔWCEBITDAWACC−g\dfrac{EV}{\text{EBITDA}} = \dfrac{(1 - t) + \dfrac{\text{Dep} \times t}{\text{EBITDA}} - \dfrac{\text{Capex}}{\text{EBITDA}} - \dfrac{\Delta \text{WC}}{\text{EBITDA}}}{\text{WACC} - g}
Quick example

Ratios to EBITDA: depreciation 0.20, capital expenditures 0.28, change in working capital 0.05; tax 25%; WACC 10.5%, g 3.5%: (0.75 + 0.05 − 0.28 − 0.05) ÷ 0.07 = 6.71.

On your calculator
  1. 0.75+(0.2×0.25)−0.28−0.05=÷0.07= 6.71
  1. 0.75ENTER0.2ENTER0.25×+0.28−0.05−0.07÷ 6.71

ENTER enter (on the HP, puts the number on the stack)

Value to book and EV to book Use it
Value to book=MV equity+MV debtBV equity+BV debt,EV to book=MV equity+MV debt−CashBV equity+BV debt−Cash\text{Value to book} = \dfrac{\text{MV equity} + \text{MV debt}}{\text{BV equity} + \text{BV debt}}, \quad \text{EV to book} = \dfrac{\text{MV equity} + \text{MV debt} - \text{Cash}}{\text{BV equity} + \text{BV debt} - \text{Cash}}
Quick example

Equity 700 and debt 450 at market; book equity 350, book debt 450; cash 90: value to book 1,150 ÷ 800 = 1.44, EV to book 1,060 ÷ 710 = 1.49.

Justified EV to book value of capital Use it
EVBook value of capital=ROC×(1−Reinvestment rate)WACC−g\dfrac{EV}{\text{Book value of capital}} = \dfrac{\text{ROC} \times (1 - \text{Reinvestment rate})}{\text{WACC} - g}
Quick example

Return on capital 11%, reinvestment rate 20%, WACC 8%, g 2.2%: 0.088 ÷ 0.058 = 1.52.

On your calculator
  1. 0.11×0.8÷(0.08−0.022)= 1.52
  1. 0.11ENTER0.8×0.08ENTER0.022−÷ 1.52

ENTER enter (on the HP, puts the number on the stack)

Value to FCFF Know the idea
VtFCFFt+1=1WACC−g\dfrac{V_t}{\text{FCFF}_{t+1}} = \dfrac{1}{\text{WACC} - g}
Quick example

WACC 8.5%, g 3.5%: 1 ÷ 0.05 = 20.0.

All Equities formulas, every lesson

Practice exam-style questions on Relative Valuation with Multiples

Questions about this lesson?

Where this comes back

Questions candidates ask

Why use EV/EBITDA instead of P/E?

EV/EBITDA values the whole business against operating profit before financing and depreciation, so it compares firms with different debt and depreciation policies. P/E values only the equity after interest, so leverage bends it.

Why is cash subtracted in enterprise value?

Cash and short-term investments are non-operating assets. EV aims to value the operating business, and a buyer would receive the cash, so it is deducted.

What is a justified EV/EBITDA multiple?

The multiple fundamentals support: FCFF divided by (WACC − g) and by EBITDA. It rises with lower WACC, lower capital spending, higher growth and lower taxes.

When should you use EV to book value of capital?

When peers have different leverage or a company has negative book equity, which make P/B misleading or meaningless.

Spotted an error? Tell us and we will fix it.

  1. Valuing with multiples: comparables and forecasted fundamentals
  2. Price multiples: P/E, earnings yield, P/S, P/B and dividend yield
  3. Enterprise value multiples
  4. Choosing a peer group for multiples
  5. Trailing, current and forward multiples

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