Accounting & Financial Management

Chapter 11
Cost of Capital, Capital Structure and Financing Policy

Executive Post Graduate Program in Management (EPGPM)
Accounting & Financial Management   •   Post Graduate

Cost of Capital, Capital Structure and Financing Policy

Introduction and context

Financing decisions determine how an organisation obtains funds, how much it pays for those funds, and how financing affects risk, control, flexibility and value. The cost of capital is the required return demanded by providers of finance. Capital structure is the mix of debt, preferred equity and ordinary equity used to finance assets. Financing policy is broader: it includes decisions about leverage, maturity, liquidity, security issuance, dividends, retained earnings and financial resilience.

For executives, these decisions cannot be reduced to selecting the cheapest source of funds. Debt may have a lower contractual cost than equity, but it creates fixed obligations and increases financial distress risk. Equity avoids mandatory payments, but it can dilute ownership and may be expensive when investors perceive high risk. A sound policy therefore balances tax benefits, agency costs, information asymmetry, flexibility and strategic objectives.

Learning objectives

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

  1. Explain the meaning and economic role of the cost of capital.
  2. Estimate the cost of debt, preference shares and ordinary equity using appropriate models.
  3. Calculate and interpret the weighted average cost of capital (WACC).
  4. Distinguish operating leverage from financial leverage and assess their combined effect.
  5. Evaluate debt, equity and hybrid financing instruments.
  6. Apply capital-structure, dividend and payout theories to managerial decisions.
  7. Assess security issuance, governance, ethical and regulatory considerations.
  8. Formulate a financing policy that balances value creation with risk and flexibility.

1. The cost of capital as an opportunity cost

The cost of capital is the return that investors require for supplying funds with a given level of risk. It is an opportunity cost rather than merely an accounting expense. A firm creates value when the expected return on an investment exceeds the return required by capital providers for comparable risk.

The cost of capital is used in:

  • capital budgeting and project appraisal;
  • business valuation;
  • performance measurement, including economic value added;
  • acquisition analysis;
  • capital-structure decisions; and
  • investor and creditor communication.

A discount rate must match the risk and cash-flow characteristics of the project being evaluated. A company-wide WACC may be suitable for a project whose operating risk resembles that of the existing business. It is inappropriate for a substantially riskier or safer project unless the rate is adjusted.

Market-value weights and book-value weights

The WACC normally uses market values because market values represent investors’ current opportunity costs. Book values may be useful when market values are unavailable, but they can be distorted by historical cost accounting, inflation, depreciation and internally generated intangible assets.

If debt has a market value of CU 400 million and equity has a market value of CU 600 million, debt represents 40% of total market financing and equity 60%. CU denotes currency units.

2. Estimating component costs

2.1 Cost of debt

For perpetual or very long-term debt, a simplified after-tax cost is:

kd(1 − T)

where kd is the pre-tax cost of debt and T is the marginal corporate tax rate. The expression assumes that interest is tax-deductible, the firm can use the tax shield, and the tax system is stable.

For a debt security with finite maturity, the pre-tax cost is the yield to maturity (YTM), which is the discount rate equating the market price with the present value of promised cash flows:

Pd = ∑[t=1 to n] I ÷ (1 + kd)t + F ÷ (1 + kd)n

Here, Pd is the current market price, I is annual interest, F is the redemption value, n is the number of periods and kd is the periodic pre-tax yield. The after-tax cost is approximately kd(1 − T), provided the tax shield is usable.

For a newly issued bond, flotation costs reduce the net proceeds received. If issue costs are material, the relevant price in the yield calculation is net proceeds rather than the quoted gross issue price.

2.2 Cost of preference shares

For irredeemable preference shares:

kp = Dp ÷ Pp

where Dp is the annual preference dividend and Pp is the current market price. Preference dividends are normally not tax-deductible, so there is generally no equivalent interest tax shield.

For redeemable preference shares, the cost is the internal rate of return that equates net proceeds with the preference dividends and redemption payment. Approximation formulas can be used for preliminary analysis, but a financial calculator or spreadsheet is preferable for final estimates.

2.3 Cost of ordinary equity using CAPM

The Capital Asset Pricing Model estimates the required return on equity as:

ke = Rf + βe(Rm − Rf)

where Rf is the risk-free rate, βe is the equity beta, Rm is the expected market return, and Rm − Rf is the market risk premium.

CAPM assumes, among other things, that investors are diversified, markets are sufficiently competitive, investors can borrow and lend at a common risk-free rate in the basic model, and beta captures relevant systematic risk. It does not claim that total volatility is irrelevant to every investor; rather, diversified investors are compensated primarily for non-diversifiable systematic risk.

Worked example. Suppose the risk-free rate is 4%, expected market return is 10% and equity beta is 1.3. Then:

ke = 4% + 1.3(10% − 4%) = 4% + 7.8% = 11.8%

The estimate is sensitive to the choice of risk-free instrument, estimation period, market index and beta interval. In emerging markets, analysts may add a country-risk premium, but the treatment must avoid double-counting risks already embedded in beta or cash flows.

2.4 Dividend-growth approach

For a stable firm with constant expected dividend growth:

ke = D1 ÷ P0 + g

where D1 is the dividend expected one period from now, P0 is the current share price and g is the sustainable constant growth rate. If the latest dividend is D0, then D1 = D0(1 + g).

This model is applicable only when dividends are meaningful and growth is reasonably stable. It is weak for firms that do not pay dividends, firms with unstable payout policies and firms whose growth assumptions are highly speculative. Growth may be estimated from historical trends, analyst forecasts or fundamentals such as:

g = retention ratio × return on equity

The fundamental relation assumes stable profitability and a consistent reinvestment policy.

2.5 Cost of retained earnings and new equity

Retained earnings are not free. They could have been distributed to shareholders, who would then invest the funds elsewhere. The opportunity cost of retained earnings is therefore approximately the required return on ordinary equity, adjusted where appropriate for personal taxes or transaction costs.

New equity normally costs more than retained earnings because of underwriting, legal, advisory and listing costs. If flotation costs are a proportion f of the issue price, the dividend-growth estimate can be adjusted as:

ke,new = D1 ÷ [P0(1 − f)] + g

The formula assumes a constant-growth dividend model and proportional issue costs. It should not be used when the issue materially changes risk or payout expectations.

3. Weighted average cost of capital

The WACC is the weighted average of the after-tax component costs of long-term finance:

WACC = wd kd(1 − T) + wp kp + we ke

where wd, wp and we are the market-value proportions of debt, preference shares and ordinary equity, and the weights sum to one. The rate is a nominal annual rate if all component costs and cash flows are nominal and annual; real and nominal measures must not be mixed.

Worked example. A company has the following market-value financing:

SourceMarket value (CU million)Component cost
Debt400Pre-tax 7%
Preference shares1009%
Ordinary equity50013%

The corporate tax rate is 25%. Total capital is CU 1,000 million. Therefore, wd = 0.40, wp = 0.10 and we = 0.50.

WACC = 0.40(0.07)(1 − 0.25) + 0.10(0.09) + 0.50(0.13)
WACC = 0.021 + 0.009 + 0.065 = 0.095 = 9.5%

The company should use 9.5% only for projects with risk comparable to the existing asset portfolio and cash flows measured consistently with the rate.

Marginal versus historical WACC

Historical WACC reflects the existing financing mix and costs. Marginal WACC reflects the cost of raising the next unit of capital. For investment decisions, marginal costs are often more relevant, especially when issuing new securities changes flotation costs, credit spreads or target leverage.

A rising marginal cost schedule may produce a breakpoint: the level of new financing at which a cheaper source is exhausted or a higher-risk financing tier becomes necessary. Capital rationing and issuance constraints should therefore be incorporated into financing plans.

4. Leverage and risk

Leverage describes the use of fixed costs to magnify outcomes. Operating leverage arises from fixed operating costs; financial leverage arises from fixed financing charges.

Degree of operating leverage

At a particular sales volume:

DOL = percentage change in EBIT ÷ percentage change in sales = Q(P − V) ÷ [Q(P − V) − F]

Here, Q is units sold, P is price per unit, V is variable cost per unit, F is fixed operating cost, and EBIT is earnings before interest and tax. The formula assumes a relevant range in which price, unit variable cost and fixed cost are stable.

Degree of financial leverage

Ignoring preference dividends for simplicity:

DFL = percentage change in EPS ÷ percentage change in EBIT = EBIT ÷ (EBIT − I)

I is annual interest expense. If preference dividends exist, the denominator must reflect the pre-tax equivalent burden of preference dividends. DFL rises as EBIT approaches fixed financial charges.

Combined leverage

DCL = DOL × DFL

The degree of combined leverage approximates the percentage change in earnings per share resulting from a 1% change in sales, under the assumptions of the component measures. Leverage magnifies gains and losses; it does not create operating performance.

Illustration. If contribution is CU 600,000 and fixed operating costs are CU 400,000, EBIT is CU 200,000. With annual interest of CU 50,000:

DOL = 600,000 ÷ 200,000 = 3.0
DFL = 200,000 ÷ (200,000 − 50,000) = 1.333
DCL = 3.0 × 1.333 ≈ 4.0

A 5% change in sales would therefore be associated, approximately, with a 20% change in EPS, assuming all other conditions remain constant. This is a local sensitivity estimate, not a forecast of guaranteed performance.

5. Capital-structure theories

Net income and traditional views

The net-income view argues that increasing debt can reduce WACC because debt is cheaper than equity, implying that firm value rises with leverage. The traditional view accepts a benefit from moderate debt but predicts that increasing financial risk eventually raises both debt and equity costs. WACC therefore reaches a minimum at an intermediate leverage level.

These views are useful intuitively but depend on assumptions about investor behaviour, taxes, bankruptcy costs and market imperfections.

Modigliani–Miller propositions

Under highly restrictive assumptions—perfect capital markets, no taxes, no transaction costs, no bankruptcy costs, symmetric information and fixed investment policy—Modigliani and Miller argued that capital structure is irrelevant to total firm value. Investors can replicate corporate leverage personally, so financing merely divides cash flows rather than changing their total value.

With corporate taxes, interest deductibility creates a tax shield. In the simplest perpetual-debt formulation:

VL = VU + Tc D

where VL is the value of the levered firm, VU is the value without leverage, Tc is the corporate tax rate and D is the market value of debt. The relation is a limiting case: it ignores expected distress costs and assumes the tax shield is fully usable and sufficiently certain.

Trade-off theory

Trade-off theory balances the marginal tax benefit of debt against expected financial distress and agency costs. Distress includes direct legal and restructuring costs and indirect costs such as lost customers, disrupted suppliers, employee departures and underinvestment. The optimal structure is reached conceptually where the marginal benefit of additional debt equals its marginal expected cost.

Pecking-order theory

Pecking-order theory predicts a financing preference: internal funds first, relatively safe debt next, and new equity last. The order reflects information asymmetry. Managers generally know more about firm prospects than outside investors. Issuing equity may be interpreted as a signal that management believes shares are overvalued, potentially depressing the price.

The theory explains why firms may retain cash despite having unused debt capacity and why observed leverage may reflect cumulative financing deficits rather than a fixed target.

Agency and signalling perspectives

Debt can reduce managerial free cash flow and discipline managers, but excessive debt can encourage risk shifting, asset substitution or underinvestment. Equity can reduce creditor risk but may dilute control. Financing announcements also convey information: a debt issue may signal confidence in predictable cash flows, while an equity issue may signal financing pressure, although market interpretations vary.

No single theory dominates in all settings. Industry asset tangibility, business volatility, growth opportunities, tax position, ownership concentration, governance quality and financial-market conditions all matter.

6. Financing instruments and policy choices

Debt

Debt includes bank loans, bonds, leases, private placements, convertible notes and commercial paper. Its advantages include tax-deductible interest, no ownership dilution and contractual discipline. Its disadvantages include mandatory payments, refinancing risk, covenants, collateral requirements and possible loss of control in distress.

Important debt-policy dimensions include:

  • maturity matching: long-lived assets should generally be financed with appropriately stable funding;
  • fixed versus floating interest rates;
  • secured versus unsecured borrowing;
  • currency matching and foreign-exchange exposure;
  • covenant headroom;
  • refinancing concentration; and
  • liquidity reserves.

Ordinary equity

Equity provides permanent capital and absorbs losses. It avoids compulsory payments and supports borrowing capacity, but issuance may dilute voting rights, earnings per share and control. Equity is often appropriate for high-growth firms with uncertain cash flows or weak debt capacity.

Hybrid securities

Hybrids combine debt-like and equity-like features. Convertible bonds provide a fixed claim initially but allow conversion into shares. Preference shares may have priority dividends without the same voting rights as ordinary shares. Warrants provide an option to buy equity at a specified price. Hybrids can reduce immediate cash cost or attract investors with different risk preferences, but they create valuation, dilution, accounting and governance complexity.

Financing policy framework

A robust policy should specify:

  1. a target leverage range rather than an apparently precise single ratio;
  2. acceptable interest-coverage and fixed-charge-coverage thresholds;
  3. liquidity and minimum cash requirements;
  4. maturity and refinancing limits;
  5. currency and interest-rate hedging principles;
  6. permitted instruments and covenant authority;
  7. conditions for issuing equity or hybrids; and
  8. delegated approval, monitoring and reporting responsibilities.

7. Dividend and payout policy

Dividend policy concerns the proportion of distributable earnings paid to shareholders and the form in which distributions are made. The payout ratio is:

Payout ratio = dividends ÷ net income

The retention ratio is:

Retention ratio = 1 − payout ratio

Under idealised assumptions, dividend policy may be irrelevant to firm value because investors can create homemade dividends by selling shares. In practice, taxes, transaction costs, information effects, investor clientele, legal restrictions and agency problems make payout policy consequential.

A stable dividend can signal confidence and satisfy income-oriented investors, but maintaining it through a downturn may force costly borrowing or underinvestment. Share repurchases are more flexible and can offset dilution, but they may be criticised if conducted at inflated prices or used to manage short-term EPS.

A sustainable payout should be assessed against free cash flow, debt covenants, investment opportunities, liquidity and long-term resilience—not earnings alone. Firms should distinguish accounting profit from cash available for distribution.

8. Security issuance and governance

Issuing securities requires more than comparing quoted interest rates. Managers should evaluate net proceeds, issuance costs, market timing, investor demand, disclosure obligations, covenants, control consequences and post-issue flexibility. A rights issue can protect existing shareholders from dilution but may be slow and require underwriting. A public offering may broaden access to capital but increases disclosure and compliance obligations.

Ethical responsibilities include fair disclosure, avoidance of selective information release, accurate risk communication, prevention of market manipulation and honest presentation of use of proceeds. Boards should challenge optimistic forecasts, related-party arrangements and remuneration incentives that encourage excessive leverage.

Regulatory requirements vary by jurisdiction but commonly involve prospectus or offering-document rules, continuous disclosure, insider-trading restrictions, listing standards, solvency tests and directors’ duties. Legal compliance is a minimum standard; fiduciary responsibility requires decisions that are defensible to shareholders, creditors, employees and other affected stakeholders.

9. Applied case: Meridian Components Ltd.

The following is a fictional illustrative case.

Background

Meridian Components manufactures industrial sensors. It currently has CU 600 million of market-value debt and CU 900 million of ordinary equity. Its pre-tax cost of debt is 8%, equity beta is 1.2, the risk-free rate is 4.5%, expected market return is 10.5%, and the corporate tax rate is 25%. Management is considering a CU 300 million automated plant.

The plant has operating risk materially above Meridian’s existing business because demand is concentrated in a fast-changing technology segment. Management initially proposes using the existing company WACC as the project discount rate.

Analysis

The CAPM estimate of equity cost is:

ke = 4.5% + 1.2(10.5% − 4.5%) = 11.7%

Current capital is CU 1,500 million, so debt and equity weights are 0.40 and 0.60. Current WACC is:

WACC = 0.40(8%)(1 − 25%) + 0.60(11.7%)
WACC = 2.4% + 7.02% = 9.42%

However, the project has higher business risk. A peer-group analysis indicates an asset beta of 1.4, and Meridian’s proposed financing would produce an equity beta of approximately 1.6 after taking account of increased leverage. Using the same market assumptions, the project-related equity cost would be:

ke,project = 4.5% + 1.6(6.0%) = 14.1%

The company should not automatically discount the project at 9.42%. It should estimate a project-specific WACC using peer operating risk, intended financing and relevant taxes. It should also test downside cases involving lower volume, higher interest rates and delayed commissioning.

Approach and solution

The board approves a staged investment financed with a mix of retained earnings, a medium-term loan and a smaller equity issue. Covenants are stress-tested under adverse cash flows. The treasury team uses a combination of fixed-rate debt and an interest-rate hedge, while maintaining a liquidity reserve. The investment is subject to a post-completion review comparing actual operating performance with the assumptions used in the approval model.

Outcome and learning points

The case demonstrates that:

  • the existing WACC is not automatically the correct rate for every project;
  • leverage changes equity risk and therefore the cost of equity;
  • project risk should be estimated from comparable assets rather than financing history alone;
  • financing flexibility and downside resilience matter alongside the nominal cost of funds; and
  • governance requires explicit documentation of assumptions, sensitivities and approval limits.

10. Technology, analytics and contemporary developments

Financial models increasingly use spreadsheets, cloud treasury systems, market-data platforms and automated covenant monitoring. AI can assist with scenario generation, peer analysis, document review and anomaly detection. It should not replace professional judgement: training-data bias, model opacity, stale market data, hallucinated assumptions and cyber risk can produce unsafe financing decisions.

Contemporary financing policy also considers sustainability-linked loans, green bonds, transition finance, private credit, fintech lending and tokenised securities. A lower coupon tied to sustainability targets is economically valuable only if targets are material, measurable and independently verified. Executives should examine greenwashing risk, assurance quality, refinancing exposure and whether instrument complexity obscures the true risk transfer.

Best practice is to maintain an auditable model with version control, clearly identified assumptions, independent review, sensitivity analysis and a reconciliation between model outputs and approved budgets. Scenario analysis should include recession, supply disruption, interest-rate shocks, currency depreciation, covenant breach and restricted capital-market access.

Chapter Summary

The cost of capital is the opportunity cost required by capital providers and is central to valuation and investment appraisal. Component costs include after-tax debt, preference shares and ordinary equity estimated through CAPM, dividend-growth and related approaches. WACC is a market-value-weighted average, but it is appropriate only when the project’s risk and cash-flow conventions match the inputs.

Operating leverage magnifies the effect of sales changes on EBIT, while financial leverage magnifies the effect of EBIT changes on EPS. Debt can create tax benefits and discipline, but it also creates distress, agency and refinancing risks. Capital-structure decisions are illuminated by the trade-off, pecking-order, agency and signalling theories, none of which is universally sufficient.

Financing policy should integrate leverage targets, liquidity, maturity, currency, covenants, issuance costs, control and governance. Dividend and payout decisions should reflect sustainable free cash flow and investment needs rather than accounting earnings alone. Effective executives combine quantitative models with scenario analysis, ethical disclosure and careful attention to flexibility and resilience.

Key Terms

Cost of capital: Required return demanded by providers of finance.

Opportunity cost: Return forgone by using funds in one way rather than the next-best alternative.

CAPM: Model linking expected return to the risk-free rate and systematic risk.

Beta: Sensitivity of an asset’s return to market movements.

Market risk premium: Expected market return less the risk-free rate.

Yield to maturity: Discount rate equating a debt instrument’s price with promised cash flows.

WACC: Weighted average after-tax cost of long-term capital.

Market-value weights: Financing proportions based on current market values.

Marginal cost of capital: Cost of raising the next unit of finance.

Operating leverage: Use of fixed operating costs.

Financial leverage: Use of fixed financing charges.

Degree of combined leverage: Product of operating and financial leverage measures.

Capital structure: Composition of debt, preference shares and ordinary equity.

Trade-off theory: Theory balancing debt tax benefits against distress and agency costs.

Pecking-order theory: Preference for internal funds, then debt, then equity.

Financial distress: Costs and risks arising when a firm cannot comfortably meet obligations.

Payout ratio: Dividends divided by net income.

Retention ratio: Proportion of earnings retained, equal to one minus payout ratio.

Hybrid security: Instrument combining debt-like and equity-like characteristics.

Covenant: Contractual restriction or requirement imposed by a financing agreement.

Review Questions

Short Answer Questions

  1. Why is the cost of capital an opportunity cost rather than simply an accounting expense?
  2. State the CAPM equation and define each variable.
  3. Distinguish market-value weights from book-value weights.
  4. What is the difference between operating and financial leverage?
  5. Why might new equity cost more than retained earnings?

Long Answer Questions

  1. Explain the assumptions and limitations of using WACC in capital budgeting.
  2. Compare trade-off theory and pecking-order theory as explanations of corporate leverage.
  3. Discuss the advantages and disadvantages of debt, ordinary equity and hybrid securities.
  4. Explain how taxes, financial distress and agency costs affect capital-structure decisions.
  5. Evaluate the argument that dividend policy is irrelevant to firm value.

Analytical / Application Questions

  1. A firm has debt of CU 300 million, equity of CU 700 million, a pre-tax debt cost of 6%, an equity cost of 12% and a tax rate of 25%. Calculate its WACC using market-value weights and interpret the result.
  2. A business has contribution of CU 900,000, fixed operating costs of CU 600,000 and interest expense of CU 75,000. Calculate DOL, DFL and DCL, and explain the risk implication of a 4% fall in sales.
  3. Design a financing policy for a rapidly growing technology firm whose cash flows are volatile, intangible assets are substantial and investment opportunities are significant. Justify the recommended leverage, payout and security-issuance choices.

Multiple Choice Questions with Answers

Question 1

A company has a pre-tax cost of debt of 8% and a corporate tax rate of 25%. Assuming the interest tax shield is fully usable, what is the after-tax cost of debt?

A. 2.0%

B. 6.0%

C. 8.0%

D. 10.7%

Correct Answer: B. 6.0%

Question 2

Under CAPM, the risk-free rate is 4%, beta is 1.5 and the expected market return is 10%. What is the estimated cost of equity?

A. 6.0%

B. 9.0%

C. 13.0%

D. 15.0%

Correct Answer: C. 13.0%

Question 3

A firm has debt of CU 400 million and equity of CU 600 million at market value. What is the market-value weight of debt?

A. 25%

B. 40%

C. 60%

D. 67%

Correct Answer: B. 40%

Question 4

Which project should generally be discounted using a project-specific WACC rather than the company-wide WACC?

A. A project with risk identical to existing operations

B. A project with materially higher operating risk

C. A project funded entirely by retained earnings

D. A project with no cash flows

Correct Answer: B. A project with materially higher operating risk

Question 5

Contribution is CU 600,000 and EBIT is CU 200,000. What is the degree of operating leverage?

A. 0.33

B. 2.0

C. 3.0

D. 4.0

Correct Answer: C. 3.0

Question 6

If EBIT is CU 200,000 and interest expense is CU 50,000, what is the degree of financial leverage, ignoring taxes and preference dividends?

A. 0.25

B. 1.33

C. 2.50

D. 4.00

Correct Answer: B. 1.33

Question 7

Which theory predicts a preference for internal finance, followed by debt and then new equity?

A. Trade-off theory

B. Pecking-order theory

C. Dividend irrelevance theory

D. Net-income theory

Correct Answer: B. Pecking-order theory

Question 8

Which is a principal disadvantage of high financial leverage?

A. It eliminates all tax benefits

B. It prevents ownership dilution in every case

C. It creates mandatory financial obligations and distress risk

D. It guarantees a lower WACC

Correct Answer: C. It creates mandatory financial obligations and distress risk

Question 9

A firm pays dividends of CU 30 million from net income of CU 120 million. What is its payout ratio?

A. 25%

B. 30%

C. 75%

D. 400%

Correct Answer: A. 25%

Question 10

Why is retained earnings not costless finance?

A. It always carries contractual interest

B. Shareholders could have received and reinvested the funds elsewhere

C. It is legally classified as debt

D. It automatically creates a tax penalty

Correct Answer: B. Shareholders could have received and reinvested the funds elsewhere

Accounting & Financial Management
Chapter 11 of 15