Financial Modeling & Valuation

Chapter 8
Relative Valuation and Market Multiples

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Relative Valuation and Market Multiples

Introduction

Relative valuation estimates the value of a company by comparing its market price or enterprise value with a financial metric observed for similar companies. Unlike discounted cash flow valuation, which estimates intrinsic value from expected future cash flows, relative valuation asks a market-based question: how much are investors currently paying for a unit of earnings, sales, book value, or operating cash flow in comparable businesses?

Relative valuation is central to equity research, investment banking, private-equity analysis, transaction fairness opinions, portfolio management, and corporate strategy. It is especially useful when market prices are observable, comparable companies are available, and forecasts are uncertain. Its limitation is equally important: if the peer group is misselected or the entire sector is mispriced, a valuation based on market multiples may produce a precise-looking but economically weak conclusion.

The quality of a relative valuation depends on five linked judgments:

  1. selecting economically comparable companies;
  2. defining and normalizing the numerator and denominator;
  3. calculating multiples consistently;
  4. adjusting for growth, risk, profitability, capital intensity, and accounting differences; and
  5. converting peer evidence into a defensible valuation range rather than a falsely exact point estimate.

Learning Objectives

By the end of this chapter, the reader should be able to:

  • distinguish equity-value multiples from enterprise-value multiples;
  • identify and screen comparable companies using business and financial characteristics;
  • normalize earnings, debt, cash, leases, minority interests, and non-operating assets;
  • calculate and interpret P/E, EV/EBITDA, EV/EBIT, EV/Sales, and price-to-book multiples;
  • control for differences in growth, risk, profitability, and accounting policy;
  • apply peer-group statistics and regression-based valuation;
  • identify common sources of bias and error; and
  • communicate a valuation range with appropriate assumptions, caveats, and governance.

1. Foundations of Relative Valuation

1.1 Price, equity value, and enterprise value

A share price is the market value of one ordinary share. Equity value, often called market capitalization, is:

Equity Value = Share Price × Fully Diluted Shares Outstanding

Fully diluted shares include basic shares plus the economically dilutive effect of options, restricted stock, and convertible securities when applicable. The treatment of treasury-stock-method dilution should be consistent across the subject company and peers.

Enterprise value represents the value attributable to all operating capital providers, before allocation between debt and equity. A commonly used formulation is:

EV = Equity Value + Total Debt + Preferred Equity + Non-controlling Interest − Cash and Cash Equivalents

Depending on the purpose, analysts may also adjust for lease liabilities, pension deficits, investments, or other non-operating assets. There is no universally correct single EV definition; the numerator must match the denominator and the valuation convention used in the peer set.

For example, an EV/EBITDA multiple should normally use an enterprise value that includes debt-like operating claims and EBITDA that is measured before interest, taxes, depreciation, and amortization. A P/E multiple should use equity value and earnings available to common shareholders.

1.2 Equity-value and enterprise-value multiples

MultipleNumeratorAppropriate denominatorPrimary interpretation
P/EEquity valueNet income to common shareholdersPrice paid for one unit of equity earnings
Price/bookEquity valueCommon shareholders’ equityPrice relative to accounting net assets
EV/EBITDAEnterprise valueEBITDAValue before interest, tax, depreciation, and amortization
EV/EBITEnterprise valueEBITValue relative to operating profit after depreciation
EV/SalesEnterprise valueRevenueValue relative to operating scale
Price/cash flowEquity valueCash flow to equityPrice relative to cash generation for shareholders

The denominator must refer to the same period and economic entity as the numerator. Mixing current equity value with an outdated denominator can produce a stale multiple; mixing enterprise value with an equity-only denominator creates conceptual error.

1.3 Trailing, forward, and normalized multiples

A trailing multiple uses historical financial results, such as the last twelve months (LTM). A forward multiple uses forecast results, commonly the next twelve months (NTM) or next fiscal year. A normalized multiple uses an adjusted denominator intended to represent sustainable performance.

For a denominator D and value V:

Multiple = V ÷ D

The formula is simple, but interpretation depends heavily on the definition of D. A cyclical company at the peak of its earnings may appear inexpensive on trailing P/E even though its sustainable earnings are much lower. Conversely, a high-growth company investing heavily may appear expensive on current earnings while being more reasonable on forward earnings.

2. Selecting Comparable Companies

2.1 The economic meaning of comparability

A comparable company is not merely a company in the same industry classification. Comparability means that investors would reasonably apply similar valuation logic to the businesses. Relevant dimensions include:

  • products and customers;
  • revenue model and geographic exposure;
  • end-market cyclicality;
  • growth rate and expected duration of growth;
  • operating margin and return on invested capital;
  • capital intensity and working-capital requirements;
  • leverage and financing structure;
  • accounting policies and fiscal year-end;
  • size, liquidity, and ownership structure; and
  • regulatory, legal, and country risk.

A large diversified conglomerate may share an industry code with a small focused firm but still be a poor comparable because its risk, margins, and capital allocation differ materially.

2.2 A disciplined peer-selection process

A professional process normally proceeds in stages.

Stage 1: Define the subject company. Document its business segments, revenue geography, customer concentration, competitive position, capital structure, accounting policies, and forecast profile.

Stage 2: Build a broad universe. Use industry databases, exchange classifications, filings, broker research, transaction databases, and management disclosures. At this stage, inclusiveness is preferable to premature exclusion.

Stage 3: Apply business screens. Exclude companies with fundamentally different products, business models, regulatory regimes, or revenue recognition structures.

Stage 4: Apply financial screens. Review size, growth, margins, leverage, profitability, and liquidity. Financial screens should support judgment rather than replace it.

Stage 5: Investigate outliers. An extreme multiple may signal a data error, a distressed company, a temporary event, or a genuinely different economic profile. It should not be removed automatically.

Stage 6: Document the final set. Record inclusion and exclusion reasons, data dates, currency conventions, and adjustments. A peer set should be reproducible by another analyst.

2.3 Peer-group statistics

For each multiple, analysts commonly report the minimum, maximum, mean, median, and quartiles. The median is often preferred when the distribution is skewed because it is less affected by one very large or small observation.

The arithmetic mean of n peer multiples Mᵢ is:

Mean Multiple = (∑ᵢ₌₁ⁿ Mᵢ) ÷ n

The median is the middle ordered observation, or the average of the two middle observations when n is even. Quartiles describe the central distribution and can support a valuation range.

A mean or median is not automatically an appropriate target. If the subject company has lower growth and profitability than the peer median, applying the median without adjustment is not analytically defensible.

3. Normalizing Numerators and Denominators

3.1 Normalizing equity value

Equity value should reflect the economic claim being valued. Analysts should consider:

  • basic shares and dilutive securities;
  • multiple share classes;
  • partly paid shares;
  • restricted stock and employee options;
  • convertible securities;
  • treasury shares; and
  • pending acquisitions or disposals, if the valuation date requires pro forma treatment.

Market capitalization should be measured at a consistent date. Using a share price from one date and financial data from an unrelated date can distort the multiple, particularly in volatile markets.

3.2 Normalizing enterprise value

A practical EV bridge is:

EV = Equity Value + Debt + Preferred Equity + NCI + Lease Liabilities − Excess Cash − Non-operating Investments

The exact bridge depends on the denominator. Debt generally includes current and non-current interest-bearing borrowings. Lease liabilities may be included when the accounting presentation treats leases as financing or when comparability requires it. Non-controlling interest is relevant because consolidated EBITDA includes 100% of a subsidiary’s operations, while the parent’s equity value may represent less than 100% ownership.

Cash should not be subtracted mechanically if it is restricted, required for operations, or offset by unusual financial obligations. Analysts should distinguish operating cash, excess cash, and financial investments.

3.3 Normalizing earnings and operating metrics

Common adjustments include:

  • restructuring charges that are genuinely non-recurring;
  • acquisition-related costs;
  • gains or losses on asset sales;
  • litigation settlements;
  • impairment charges;
  • unusual tax effects;
  • stock-based compensation;
  • foreign-exchange gains or losses; and
  • discontinued operations.

An adjustment is not justified merely because it reduces an expense. Stock-based compensation, for example, may be recurring and economically represent employee compensation and shareholder dilution. Recurring restructuring costs may indicate a continuing feature of the business rather than a one-time event.

A normalized metric can be expressed as:

Normalized Metric = Reported Metric ± Sustainable Adjustments

The sign depends on whether an item is removed from or added to reported performance. Every adjustment should be supported by evidence, disclosed separately, and applied consistently to peers and the subject company.

3.4 Accounting and presentation differences

Comparability is affected by accounting choices such as:

  • capitalization versus expensing of development costs;
  • inventory costing methods;
  • depreciation lives and residual values;
  • revenue recognition timing;
  • acquisition accounting and purchase-price amortization;
  • treatment of leases;
  • pension accounting; and
  • classification of exceptional items.

EBITDA can improve comparability by excluding depreciation and amortization, but it does not eliminate differences in maintenance capital expenditure, working capital, lease economics, or asset age. EV/EBIT may be more informative for capital-intensive companies because it recognizes depreciation, although EBIT remains affected by accounting estimates.

4. Major Market Multiples

4.1 Price-to-earnings ratio

P/E = Equity Value ÷ Net Income to Common Shareholders

The P/E ratio is most useful when earnings are positive, recurring, and economically comparable. It incorporates the effects of leverage, interest expense, tax rates, and non-operating income. Therefore, two companies with identical operations but different debt levels can have different P/E ratios.

P/E is unreliable when earnings are negative, unusually cyclical, or distorted by non-operating gains. In such cases, EV-based multiples or normalized earnings may be more appropriate.

4.2 EV/EBITDA

EV/EBITDA = Enterprise Value ÷ EBITDA

The multiple is widely used because EBITDA is independent of capital structure and excludes non-cash depreciation and amortization. It is useful for comparing operating businesses with different leverage, tax jurisdictions, and asset ages. However, EBITDA is not cash flow. It ignores capital expenditure, taxes, interest, and working-capital investment. It can therefore overstate the resources available to investors, especially in infrastructure, manufacturing, telecommunications, and other asset-intensive sectors.

4.3 EV/EBIT

EV/EBIT = Enterprise Value ÷ EBIT

EV/EBIT recognizes depreciation and amortization and may better reflect operating economics where assets require replacement. It is sensitive to depreciation policy and acquisition-related amortization. Analysts should determine whether amortization reflects a real consumption of economic assets or an accounting consequence of acquisitions.

4.4 EV/Sales

EV/Sales = Enterprise Value ÷ Revenue

EV/Sales is useful when firms have negative or volatile operating profits, particularly in early-stage or rapidly scaling sectors. It is meaningful only after considering margins: a company with a 4× EV/Sales multiple and a 30% operating margin may be economically cheaper than one with a 2× multiple and a 5% margin, depending on growth and risk.

4.5 Price-to-book

P/B = Equity Value ÷ Common Shareholders’ Equity

P/B is relevant for banks, insurers, and asset-intensive firms where book value is linked to the assets generating earnings. It is less informative for businesses whose value arises primarily from internally generated intangible assets that are expensed rather than capitalized.

For a bank, P/B should be considered alongside return on equity, asset quality, capital adequacy, loan growth, and funding risk. A high P/B can be justified by a high sustainable return on equity, while a low P/B may reflect expected credit losses or weak profitability.

5. Controlling for Growth, Risk, and Profitability

5.1 Growth and the PEG concept

A high multiple may be justified by high expected growth. A simple growth-adjusted measure is the PEG ratio:

PEG = P/E ÷ Expected Earnings Growth Rate

If P/E is 24× and expected earnings growth is 12% per year, PEG is 2.0 when growth is expressed as a numerical percentage, not as 0.12. PEG is only a heuristic. It assumes that growth rates are measured consistently, ignores risk and growth duration, and does not account for differences in margins, reinvestment, or cash conversion.

Growth should be assessed in relation to quality. Revenue growth generated through uneconomic acquisitions or heavy price discounting may not justify a premium multiple.

5.2 Profitability and return measures

Important controls include EBITDA margin, EBIT margin, net margin, return on equity (ROE), and return on invested capital (ROIC). For example:

EBIT Margin = EBIT ÷ Revenue
ROIC = NOPAT ÷ Invested Capital

where NOPAT is net operating profit after tax and invested capital generally represents operating assets financed by debt and equity, subject to the analyst’s definition.

A peer with superior margins may deserve a higher EV/Sales multiple because each unit of revenue produces more operating profit. A peer with a high ROIC may also warrant a premium if that return is sustainable and supported by competitive advantages.

5.3 Risk and leverage

Risk differences include operating cyclicality, customer concentration, regulatory exposure, country risk, liquidity, and financial leverage. Higher leverage can increase equity risk and make P/E comparisons difficult. EV-based multiples partially control for financing structure, but they do not eliminate bankruptcy risk or differences in debt capacity.

A simple leverage measure is:

Net Debt ÷ EBITDA = (Debt − Cash) ÷ EBITDA

This ratio is meaningful only when EBITDA is positive and reasonably stable. Negative or very low EBITDA makes the ratio economically unstable.

6. Regression-Based Relative Valuation

Peer medians control for differences only imperfectly. Regression analysis provides a systematic way to relate valuation multiples to observable operating characteristics.

A cross-sectional model may be specified as:

Mᵢ = α + β₁gᵢ + β₂mᵢ + β₃rᵢ + β₄lᵢ + εᵢ

where:

  • Mᵢ is the valuation multiple for company i;
  • α is the intercept;
  • gᵢ is expected growth;
  • mᵢ is a profitability measure such as EBIT margin;
  • rᵢ is a risk measure, such as beta or leverage;
  • lᵢ may represent liquidity or size;
  • β coefficients measure estimated relationships; and
  • εᵢ is the unexplained residual.

The regression should be estimated using a sufficiently comparable sample and consistent, contemporaneous data. Variables should be selected based on economic reasoning, not simply statistical significance in a small sample. Multicollinearity, outliers, heteroskedasticity, omitted variables, and endogeneity can make coefficients unstable.

For a subject company, insert its characteristics into the estimated equation to obtain an implied multiple:

Implied Multiple = α̂ + β̂₁g₀ + β̂₂m₀ + β̂₃r₀ + β̂₄l₀

The implied equity or enterprise value is then:

Implied Value = Implied Multiple × Subject Company Denominator

A regression does not create causal certainty. It is an evidence-based benchmarking tool, and confidence intervals should be considered when the result is used in a formal valuation.

Worked regression illustration

Suppose a simplified peer regression estimates EV/EBITDA as:

EV/EBITDA = 5.0 + 0.20g + 10m − 0.50r

where g is expected growth in percentage points, m is EBIT margin expressed as a decimal, and r is net debt/EBITDA. For a subject company with g = 8, m = 0.20, and r = 1.0:

Implied Multiple = 5.0 + (0.20 × 8) + (10 × 0.20) − (0.50 × 1.0)
= 5.0 + 1.6 + 2.0 − 0.5
= 8.1×

If normalized EBITDA is $50 million, implied enterprise value is:

EV = 8.1 × $50 million = $405 million

This illustration assumes the model coefficients are statistically reliable, the variables are measured consistently, and the subject company lies within the relevant peer range. It is not a substitute for model diagnostics.

7. Worked Peer-Group Valuation

Assume an illustrative subject company, Orion Foods, has:

  • share price: $20;
  • fully diluted shares: 50 million;
  • debt: $240 million;
  • cash: $40 million;
  • normalized EBITDA: $100 million;
  • normalized net income: $45 million; and
  • normalized revenue: $600 million.

Its equity value is:

Equity Value = $20 × 50 million = $1,000 million

Assuming no preferred equity, non-controlling interest, lease adjustment, or non-operating investment:

EV = $1,000 + $240 − $40 = $1,200 million

Therefore:

P/E = $1,000 ÷ $45 = 22.2×
EV/EBITDA = $1,200 ÷ $100 = 12.0×
EV/Sales = $1,200 ÷ $600 = 2.0×

Suppose three selected peers have EV/EBITDA multiples of 10.0×, 11.0×, and 14.0×. The median is 11.0×. Applying the median to Orion’s normalized EBITDA:

Implied EV = 11.0 × $100 million = $1,100 million

Convert enterprise value to equity value:

Implied Equity Value = $1,100 − $240 + $40 = $900 million

Implied value per share is:

Implied Share Price = $900 million ÷ 50 million = $18.00

Orion’s observed price of $20 therefore exceeds the peer-median indication by $2 per share, or 10%. This does not prove overvaluation. Orion may deserve a premium because of stronger growth, margins, brand quality, or lower risk. Alternatively, the market may be temporarily optimistic.

A range using 10.0× to 14.0× produces:

EV/EBITDAImplied EV ($m)Implied equity value ($m)Value per share
10.0×1,000800$16.00
11.0×1,100900$18.00
14.0×1,4001,200$24.00

The range is more informative than the median alone, but it remains conditional on the normalized EBITDA and the selected peer set.

8. Illustrative Case: Meridian Diagnostics

Background

Meridian Diagnostics is a fictional medical-testing company being evaluated for a potential acquisition. It operates laboratories in three countries, has recurring contracts with hospitals, and is growing faster than traditional laboratory peers. Its EBITDA margin is below the peer median because it is investing in a new digital testing platform.

Problem

Management initially proposes valuing Meridian at the peer-group median EV/EBITDA multiple. The buyer’s adviser questions this approach because Meridian’s growth is higher, current margins are lower, and its leases are reported differently from those of several peers.

Analysis

The adviser first removes two companies: one is a diversified healthcare conglomerate and another is distressed and has negative EBITDA. Four focused laboratory businesses remain. The adviser then:

  • uses NTM EBITDA for all companies;
  • adds lease liabilities to EV consistently;
  • excludes a documented one-time regulatory settlement from Meridian’s normalized EBITDA;
  • retains recurring share-based compensation because it is part of continuing compensation cost;
  • compares revenue growth, EBITDA margin, net leverage, and customer concentration; and
  • calculates both median EV/EBITDA and a regression-adjusted multiple.

The peer median is 13.0×. Meridian’s growth is 6 percentage points above the peer median, but its EBITDA margin is 4 percentage points lower and its leverage is modestly higher. A regression-based estimate produces 12.4×, while a qualitative assessment supports a range of 12.0×–13.5× rather than an automatic premium.

If normalized NTM EBITDA is $80 million, the implied EV range is:

Lower EV = 12.0 × $80 million = $960 million
Upper EV = 13.5 × $80 million = $1,080 million

The final report presents this range, explains the margin and lease adjustments, and identifies platform adoption as a key sensitivity.

Outcome and learning points

The buyer avoids paying a full growth premium for growth that has not yet produced peer-level profitability. The analysis also demonstrates that peer selection, denominator normalization, and accounting consistency can matter more than the choice between mean and median.

Key lessons are:

  • comparability is economic, not merely classificatory;
  • high growth does not automatically justify a premium;
  • recurring costs should not be labeled exceptional without evidence;
  • lease treatment can materially affect EV/EBITDA; and
  • a range with explicit drivers is more credible than a single unsupported target.

9. Limitations, Governance, and Professional Practice

Relative valuation is vulnerable to several limitations. Market prices can be temporarily distorted by sentiment, liquidity, forced selling, or speculative activity. Peer samples may be small and non-random. Accounting differences may remain after adjustment. Forecast multiples embed analyst assumptions and can create false precision. Regression models may overfit, especially when the number of companies is small relative to the number of explanatory variables.

Analysts should avoid “multiple shopping,” in which the analyst selects whichever metric produces the desired value. The selected multiple should follow from the economics of the sector and the quality of the denominator. All adjustments should be traceable to filings or reliable evidence. Valuation dates, currencies, fiscal periods, share counts, and exchange rates should be recorded.

Governance practices include independent review, documented peer inclusion criteria, version-controlled models, sensitivity analysis, and explicit disclosure of conflicts of interest. In fairness opinions, public offerings, and regulated investment research, analysts must follow applicable securities laws, disclosure requirements, professional standards, and restrictions on material non-public information.

Technology can improve the process through automated data collection, standardized financial-statement mapping, anomaly detection, and reproducible dashboards. Artificial intelligence may assist in extracting filings or identifying unusual items, but human review remains essential. AI systems can misclassify accounting items, confuse fiscal periods, or treat management-defined adjusted EBITDA as comparable without examining its components. Every machine-generated adjustment should be verified against primary sources.

Best-Practice Checklist

Before finalizing a relative valuation, confirm that:

  • the peer set has documented economic justification;
  • the valuation date and market prices are consistent;
  • share counts are fully diluted where appropriate;
  • EV includes and excludes the same categories across companies;
  • numerator and denominator definitions are matched;
  • LTM, NTM, and normalized measures are clearly labeled;
  • unusual items are supported and treated consistently;
  • growth, margins, leverage, and risk differences are considered;
  • outliers are investigated rather than mechanically deleted;
  • valuation ranges and sensitivities are presented; and
  • limitations, conflicts, and material assumptions are disclosed.

Chapter Summary

Relative valuation estimates company value by applying market-observed prices or enterprise values to comparable financial metrics. The method is practical and transparent, but its reliability depends on disciplined peer selection and consistent measurement. Equity-value multiples such as P/E and P/B must be matched with equity-based denominators, while enterprise-value multiples such as EV/EBITDA, EV/EBIT, and EV/Sales require operating denominators.

A defensible analysis normalizes share counts, debt, leases, cash, minority interests, non-operating assets, and unusual earnings items. It distinguishes trailing, forward, and sustainable performance. Median peer multiples can provide a useful benchmark, but differences in growth, profitability, leverage, risk, and accounting policy must be evaluated. Regression-based analysis can improve adjustment for observable differences, although it remains subject to sample limitations and statistical uncertainty.

The most professional output is usually a valuation range supported by transparent assumptions, sensitivity analysis, and documented judgment. Market multiples should complement—not replace—fundamental analysis and sound governance.

Key Terms

Comparable company: A company sufficiently similar in economic characteristics to support valuation comparison.

Equity value: Market value attributable to common shareholders.

Enterprise value: Value attributable to operating capital providers before allocation between debt and equity.

Fully diluted shares: Shares including the dilutive effect of relevant securities.

Market capitalization: Share price multiplied by shares outstanding.

Trailing multiple: Multiple based on historical financial results.

Forward multiple: Multiple based on forecast financial results.

Normalized metric: A financial measure adjusted to represent sustainable performance.

P/E ratio: Equity value divided by net income available to common shareholders.

EV/EBITDA: Enterprise value divided by earnings before interest, tax, depreciation, and amortization.

EV/EBIT: Enterprise value divided by operating profit after depreciation and amortization.

EV/Sales: Enterprise value divided by revenue.

Price-to-book: Equity value divided by common shareholders’ equity.

PEG ratio: P/E divided by expected earnings growth expressed in percentage points.

EBITDA margin: EBITDA divided by revenue.

Net leverage: Net debt divided by EBITDA.

Regression-based valuation: Estimation of a valuation multiple from peer characteristics using a statistical model.

Outlier: An observation materially different from the rest of a dataset.

Multiple shopping: Selecting a valuation multiple primarily to achieve a desired conclusion.

Review Questions

Short Answer Questions

  1. Distinguish equity value from enterprise value.
  2. Why must an EV/EBITDA multiple use an operating denominator?
  3. State two reasons why a company may not be comparable despite sharing the same industry classification.
  4. What is the difference between a trailing and a forward multiple?
  5. Why can EBITDA fail to represent cash flow?

Long Answer Questions

  1. Explain a rigorous process for selecting and documenting a comparable-company peer group.
  2. Discuss the principal adjustments required to normalize enterprise value and operating metrics.
  3. Compare P/E, EV/EBITDA, EV/EBIT, EV/Sales, and price-to-book, including their appropriate applications and limitations.
  4. Explain how growth, profitability, leverage, and risk should influence the interpretation of peer multiples.
  5. Evaluate the advantages and limitations of regression-based relative valuation.

Analytical / Application Questions

  1. A company has equity value of $900 million, debt of $250 million, cash of $50 million, and normalized EBITDA of $100 million. Calculate enterprise value and EV/EBITDA. Explain one assumption underlying your calculation.
  2. Three peers trade at EV/EBITDA multiples of 8×, 10×, and 18×. The subject company has lower growth but higher margins than the median peer. Which statistic or valuation approach would you investigate, and why?
  3. A subject company has normalized EBITDA of $60 million and net debt of $180 million. A defensible peer multiple range is 9×–11× EV/EBITDA. Calculate the implied equity-value range and identify two additional issues that must be assessed before recommending a share price.

Multiple Choice Questions with Answers

Question 1

Which denominator is conceptually matched with enterprise value in an EV/EBITDA multiple?

A. Net income to common shareholders

B. Common shareholders’ equity

C. EBITDA

D. Dividends per share

Correct Answer: C. EBITDA

Question 2

A company has equity value of $1,000 million, debt of $240 million, and cash of $40 million. Ignoring other adjustments, what is its enterprise value?

A. $800 million

B. $1,000 million

C. $1,200 million

D. $1,280 million

Correct Answer: C. $1,200 million

Question 3

Which adjustment is most directly relevant when consolidated EBITDA includes a subsidiary that is not wholly owned?

A. Add non-controlling interest to enterprise value

B. Subtract all operating revenue

C. Add dividends to net income

D. Remove common shares from equity value

Correct Answer: A. Add non-controlling interest to enterprise value

Question 4

Why is the median often used instead of the arithmetic mean for a peer multiple?

A. The median always produces a higher valuation

B. The median is less affected by extreme observations

C. The median eliminates accounting differences

D. The median requires no peer selection judgment

Correct Answer: B. The median is less affected by extreme observations

Question 5

A company has P/E of 24× and expected earnings growth of 12%. Using the chapter’s PEG convention, what is its PEG ratio?

A. 0.5

B. 2.0

C. 12.0

D. 36.0

Correct Answer: B. 2.0

Question 6

Which statement about EBITDA is correct?

A. It is identical to free cash flow

B. It includes interest expense by definition

C. It excludes depreciation and amortization but may ignore capital expenditure needs

D. It can be used when the denominator is negative without qualification

Correct Answer: C. It excludes depreciation and amortization but may ignore capital expenditure needs

Question 7

Which company characteristic would generally support a higher valuation multiple, all else equal?

A. Lower sustainable growth and higher risk

B. Higher sustainable profitability and competitive advantage

C. Higher customer concentration and weaker liquidity

D. Greater accounting inconsistency

Correct Answer: B. Higher sustainable profitability and competitive advantage

Question 8

In the regression model Mᵢ = α + β₁gᵢ + β₂mᵢ + εᵢ, what does εᵢ represent?

A. Expected growth

B. The intercept

C. The unexplained residual

D. The subject company’s margin

Correct Answer: C. The unexplained residual

Question 9

A subject company has normalized EBITDA of $80 million and is assigned an EV/EBITDA multiple of 12×. What is implied enterprise value?

A. $640 million

B. $960 million

C. $1,040 million

D. $1,200 million

Correct Answer: B. $960 million

Question 10

Which practice best reflects professional relative-valuation governance?

A. Selecting the multiple that gives management’s preferred value

B. Deleting every extreme peer without investigation

C. Documenting peer criteria, adjustments, assumptions, and sensitivities

D. Using management-defined adjusted EBITDA without reviewing its components

Correct Answer: C. Documenting peer criteria, adjustments, assumptions, and sensitivities

Financial Modeling & Valuation
Chapter 8 of 15