WACC calculator
The weighted average cost of capital, live as you type — with the capital weights and after-tax cost of debt itemized.
WACC = E/V × Re + D/V × Rd × (1 − T)
- Equity weight (E/V)
- 80.0%
- Debt weight (D/V)
- 20.0%
- After-tax cost of debt
- 4.50%
WACC
8.90%
= 80.0% × 10.00% + 20.0% × 6.00% × (1 − 25%)
What WACC actually means
WACC is a company's blended cost of capital: the return its investors — equity holders and lenders together — require, weighted by how much of the capital structure each group funds. Equity holders demand the cost of equity (Re, usually from CAPM); lenders demand the cost of debt (Rd), which gets multiplied by (1 − tax rate) because interest is tax-deductible. In a DCF, WACC is the discount rate applied to unlevered free cash flows — a higher WACC means a lower present value.
How to use this in an interview
- Say the formula first, then the inputs. “WACC is E over V times cost of equity, plus D over V times cost of debt, times one minus the tax rate” — then explain where each piece comes from (CAPM for equity, yield on debt for Rd, market values for the weights).
- Use market values, not book values, for the weights — a classic follow-up is “why market values?” (they reflect what investors would actually pay for those claims today).
- Know the levers: more debt initially lowers WACC (debt is cheaper and tax-shielded), but past a point rising distress risk pushes both Rd and Re up.
- Common follow-ups: How does WACC change if rates rise? Why is the cost of equity higher than the cost of debt? What WACC would you use for a private company (re-lever a peer beta)?
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