Week 4 - Does debt policy matter? (Capital structure I) Flashcards
Leverage ratio
Debt-market ratio
FYI, capital structure = debt = equity
Leverage ratio
= Debt / assets
= Debt / (debt + equity)
Debt-market ratio
= Debt / market value of equity
Unlevered vs Levered
Return on equity (%)
- Unlevered - no debt, all-equity financed
- Levered (more debt) - BORROWS money and uses the borrowed money to REPURCHASE shares at market value
*LEVERAGE INCREASES RISK!!!
Return on equity
= Operating income / Market value of shares
= EPS / Price per share
2 ways to reason why leverage is more risky
- Leverage CONCENTRATES RISK of assets amongst a smaller no. of shareholders.
- {b/c firm has bought back some shares so smaller no. of shares outstanding}
- Shareholders are exposed to BUSINESS RISK (risk of ASSETS) - Debt holders get the best, first cash flows. Equity holders get the leftover CFs.
2 effects of leverage – trade-off for equity holders
- Increases shareholders’ expected EPS & expected ROE, as long as firm’s expected Rate of RETURN that > interest payment rate (COST OF DEBT)
- But also increases RISK of EQUITY (even when debt is risk-free)
- through the STEEPNESS of line of EPS vs Operating income graph
ie. EPS is more SENSITIVE to changes in operating income when there’s leveraging.
MM’s capital structure irrelevance - what it means & the 6 conditions
^MM Proposition I
Under PERFECT CAPITAL MARKETS, firm value & shareholder wealth do not change when firms change capital structure
- NO BANKRUPTCY COSTS
- Investment is held constant
- No transaction costs
- Efficient capital markets
- Managers maximise shareholders’ wealth
- No taxes (or, no differential tax treatment between equity & debt)
MM’s theorem applies regardless whether debt is RISK-FREE or RISKY.
^total CFs going to investors are unchanged
MM Proposition I - intuition for individual investors
In perfect capital markets, individuals can borrow/lend just as easily as firms & don’t need the firm to borrow for them, can BORROW on their OWN ACCOUNT & INVEST in unlevered firm’s equity to REPLICATE the levered firm’s earnings
- can create HOMEMADE LEVERAGE
- so will not pay more to invest in an otherwise identical levered firm, since if firms borrow, make equities riskier.
How is business/operating risk shared between equity- and debt holders for risk-free vs risky debt?
- With risk-free debt, debtholders are completely shielded from business risk, so ENTIRE operating risk is borne by equity holders
- When risky debt, operating risk of assets is SHARED between equity- and debt holders.
Company cost of capital aka
(pre-tax) Weighted average cost of capital (WACC)
2 ways of presenting formula
*similar for CAPM beta form
^MM Proposition II
Represents the AVERAGE rate of return investors expect to earn by holding all securities of the firm.
- rE = rU + D/E(rU - rD)
- rA = rU = (D/D+E)rD + (E/D+E)rE
MM Proposition II: The expected rate of return on the common stock of a LEVERED firm increases in PROPORTION to the debt-equity ratio (D/E)
> Any increase in expected return is exactly offset by an increase in risk. Hence why leverage does not affect value
Hidden cost of debt
= The fact that debt makes equity riskier.
- EXTRA FINANCIAL RISK UNDOES THE CHEAPNESS OF DEBT
- So overall firm’s cost of capital stays the same, ie. rA is fixed
Summary of MM Propositions I and II - Financial leverage…
1. Does not affect __
2. Does affect __
3. May affect __?
- Does NOT affect
- risk or expected return on firm’s assets
- firm value - Does affect
- risk & expected return on firm’s common STOCK - May affect
- risk & expected return on DEBT, depending on the amt of leverage & nature of the default
(risk-free vs risky?)
If a firm is delevering (replacing debt by issuing new equity), what can a shareholder do to undo the effect of this decision & ensure that you are entitled to exactly the same profits as before?
ref. to Ms Kraft example
Relever own portfolio by borrowing to buy additional shares
1. Calculate __% stake of equity in the firm, ie. no. of shares you hold / total no. of shares outstanding
2. Borrow __% * value of debt = xx
3. Purchase xx/share price = __ additional shares