Six WACC inputs: naive default versus practitioner cut
| Adjustment | Naive Default | Practitioner Cut | Typical WACC Delta |
|---|---|---|---|
| Beta | Bloomberg 5yr monthly regression | Unlever peer set, average, re-lever at target | +/- 50-150 bps on cost of equity |
| Capital weights | Current debt + equity book values | Target debt + equity weights, market value | +/- 50-100 bps on WACC |
| Size premium | Often omitted | Add 50-150 bps for sub-$5B EV targets | +50-150 bps on small-cap WACC |
| Country risk premium | Often omitted | Add CRP weighted by foreign revenue mix | +50-500 bps for EM-exposed targets |
| Tax rate | Effective tax rate (last 1-3 years) | Marginal tax rate (forward, jurisdiction-weighted) | +/- 25-75 bps on after-tax cost of debt |
| Cost of debt | Current YTM on outstanding bonds | Forward YTM consistent with target rating | +/- 50-150 bps on after-tax cost of debt |
Why re-levering beta is the key adjustment
Re-levering beta is the single most important practitioner adjustment. The mechanics: take each comparable peer's observed equity beta, UNLEVER it to remove the financial-leverage component (using each peer's actual debt-to-equity ratio), AVERAGE the resulting asset betas across the peer set, then RE-LEVER the average asset beta at the TARGET capital structure for the company you are valuing. This produces a beta that reflects business risk filtered through the company's intended financing mix rather than its historical leverage. The standard formula: unlevered beta = levered beta / (1 + (1 - tax) D/E). Re-levered beta = unlevered beta (1 + (1 - tax) * D/E_target). The difference between a Bloomberg-regression equity beta and a properly re-levered beta is often 0.15-0.30, which moves cost of equity by 75-150 bps and enterprise value by 5-15%.
The full WACC and cost-of-equity formula
WACC = (E/V) * Re + (D/V) * Rd * (1 - t); where Re = Rf + Beta_relevered * ERP + Size Premium + Country Risk Premium
The two premiums analysts most often omit
The country risk premium (CRP) and size premium are the two MOST OFTEN OMITTED inputs, and they swing WACC the most on small + EM-exposed targets. CRP sources include the published Damodaran country risk tables (updated annually, free) and the Duff & Phelps Country Risk Premia Reports. CRP should be applied to the foreign-revenue-weighted portion of equity exposure, not bolted onto the full equity claim — for a target with 30% Brazil revenue and a 4.5% (450 bps) Brazil CRP, the equity risk premium adjustment is 0.30 x 4.5% = 1.35% (135 bps), not the full 450 bps. The size premium (Duff & Phelps Size Premia Report) ranges from ~0% for the largest deciles to 150-300 bps for micro-caps. Both inputs are public, both are mechanical to apply, and both materially change the discount rate — omitting them is the easiest way to ship a model that overstates enterprise value.
Build a naive and a practitioner WACC
Auditing an analyst's WACC against your own
Why every WACC input needs a written defense
Applying a country risk premium correctly
Sit with the ideas.
You are building a DCF on a $5B mid-cap industrial. A vendor data feed reports the company's current Bloomberg-regression equity beta at 1.30 (against the S&P 500, 5-year monthly). The company's current capital structure is 35% debt and 65% equity; comparable peers run at 25% debt and 75% equity on average, and management has publicly committed to deleveraging toward a 25% debt target over the next 3 years. The risk-free rate is 4.2%, the equity risk premium is 5.0%, and the small-cap size premium per a published Duff & Phelps table is 1.1%. Pre-tax cost of debt is 6.5% and the marginal tax rate is 24%. Computing WACC strictly off CURRENT capital structure produces a different answer from computing WACC off TARGET capital structure with a re-levered beta. Which version belongs in a forward DCF, and what is the directional effect on enterprise value?