Beta, Unlevering, and Relevering for WACC Interviews
How IB interviews test beta: raw vs adjusted, unlever and relever mechanics, peer beta logic, and how it feeds cost of equity and WACC.
IB · 4 min read
Beta is the risk dial inside CAPM. Interviewers ask about it to see whether you understand that equity risk changes with leverage, and that you cannot paste a peer's levered beta onto a target with a different capital structure without thinking. You do not need to be a quant. You need clean intuition and the unlever / relever story.
The short answer
"Beta in CAPM scales the equity risk premium into cost of equity. Observed equity betas are levered. I unlever peer betas to compare operating risk, then relever at the target capital structure I use in WACC. More debt raises levered beta and cost of equity, all else equal."
Where beta sits
CAPM
Cost of Equity = Rf + β × Equity Risk Premium
Higher beta → higher cost of equity → higher WACC (all else equal) → lower DCF value.
Levered vs unlevered beta
Levered beta reflects business risk plus financial leverage. It is what you usually observe from equity returns.
Unlevered beta strips out financial leverage to approximate asset / operating risk. Useful when comparing peers with different debt loads.
Common interview formulas
Unlevered β ≈ Levered β / (1 + (1 − t) × D/E)
Relevered β ≈ Unlevered β × (1 + (1 − t) × D/E_target)
Exact textbook variants differ (debt beta assumptions, lease treatment). In interviews, state the formula you are using and why.
Process for a comps-based beta
Pick peers
Similar business risk, not just the same GICS code blindly.
Grab levered betas
Note the source and lookback if asked.
Unlever each
Use peer D/E and tax rate assumptions consistently.
Average / median
Get a representative unlevered beta.
Relever
Apply target D/E for your WACC case.
Why this matters
If Peer A is 60% debt and Peer B is nearly all equity, their levered betas are not comparable raw. Unlevering is how you avoid baking Peer A's capital structure into your target's cost of equity by accident.
Mini intuition: suppose two peers have the same unlevered beta of 0.9. Peer A at high D/E relevers to something meaningfully above Peer B at low D/E. If you average their levered betas without unlevering, you silently average capital structures, not just operating risk.
Interview prompts
"What is beta?" Sensitivity of the equity's returns to the market. In CAPM it scales the equity risk premium.
"What happens to beta if the company takes on more debt?" Levered equity beta rises because equity sits under more fixed claims. Equity becomes riskier.
"Should WACC use current or target leverage?" Often target long-term structure for a going-concern DCF. State the assumption. Relever beta to match.
"Raw beta vs adjusted beta?" Some services pull betas toward 1.0 (adjusted). Mention if you use Bloomberg-style adjusted betas. Be consistent.
"What about private companies?" No clean equity beta from trading. Use peer unlever / relever, or a sector beta, then apply target leverage.
Weak vs strong
Weak
Beta measures risk. Higher risk means higher return. I would just use the company's historical beta.
Strong
Beta in CAPM is equity market sensitivity. Because leverage changes equity risk, I prefer unlevering peer betas and relevering at the target capital structure used in WACC, especially if the target's current leverage is temporary.
Higher β
Higher Ke
Via CAPM
More debt
Higher βL
Equity risk up
Unlever
Peer compare
Ops risk lens
Relever
Target D/E
Match WACC case
Common mistakes
| Mistake | Fix |
|---|---|
| Using peer levered beta with different leverage | Unlever / relever |
| Forgetting tax in the formula you cited | Be consistent with (1 − t) |
| Changing capital structure in WACC but not beta | Relever to match |
| Claiming debt always lowers WACC with no beta effect | Equity cost rises with leverage |
That last point is a frequent trap. Cheaper after-tax debt can pull WACC down, but higher leverage raises equity beta and Ke. Optimal capital structure is a tradeoff, not "more debt always lowers WACC."
30-second verbal
"Beta scales market risk into cost of equity via CAPM. I unlever peer betas to isolate operating risk, average them, then relever at the target D/E used in WACC. More debt raises levered beta. I keep beta and capital structure assumptions matched so the discount rate is coherent."
Practice
Write the unlever and relever formulas from memory. Build a tiny peer table on paper with three D/E ratios and show how levered betas compress after unlevering. Connect it to a DCF WACC on Project Catalyst. Pair with What is WACC and WACC / CAPM explained.
Practice on SheetRank
Apply what you learned with drills, guided Academy builds, and live deal underwriting.