How to calculate WACC: cost of equity, cost of debt, and capital structure weights. Weighted average cost of capital formula with examples.
Weighted average cost of capital = w<sub>d</sub>r<sub>d</sub>(1-t) + w<sub>e</sub>r<sub>e</sub>. Blended cost of debt and equity financing.
Capital structure is irrelevant to firm value in perfect markets. V<sub>L</sub> = V<sub>U</sub>.
Cost of equity increases linearly with leverage: r<sub>e</sub> = r<sub>0</sub> + (r<sub>0</sub> - r<sub>d</sub>) × D/E.
Debt creates a tax shield: V<sub>L</sub> = V<sub>U</sub> + t×D. More debt increases firm value through interest tax deductibility.
Balances tax benefits of debt against costs of financial distress. Minimizes WACC, maximizes firm value.
Firms prefer: 1) Internal financing, 2) Debt, 3) Equity. Due to information asymmetry — issuing equity signals overvaluation.
WACC
Where: w = weight, r<sub>d</sub> = cost of debt, r<sub>e</sub> = cost of equity, t = tax rate
MM Prop I (with taxes)
Where: Tax shield increases levered firm value
MM Prop II (no taxes)
Where: r<sub>0</sub> = unlevered cost of equity
Cost of Equity (CAPM)
Where: r<sub>f</sub> = risk-free rate, β = beta, r<sub>m</sub> - r<sub>f</sub> = market risk premium
NPV
Accept if NPV > 0
IRR
Accept if IRR > required return
Payback Period
Ignores TVM and post-payback CFs
WACC
After-tax weighted average cost
Cost of Equity (CAPM)
Risk-free + equity risk premium
DOL
Operating leverage sensitivity
DFL
Financial leverage sensitivity
DTL
Total leverage effect
Breakeven
Units to cover fixed costs
Use when:
Avoid when:
Given: D/V=30%, E/V=70%, r<sub>d</sub>=6%, r<sub>e</sub>=14%, tax=25%. WACC is closest to:
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