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L.1 · ADVANCED · 2 MIN

APV: When WACC Falls Apart

Adjusted Present Value (APV) separates what a company is worth from how it’s financed. APV = Unlevered Firm Value + PV(Tax Shields) − PV(Distress Costs). It’s more flexible than WACC for companies with changing capital structures.

Quiz · 5 questions ↓
§ 01
APV = NPV of FCFs at Unlevered Cost of Equity + PV of Tax Shields − PV of Distress Costs
§ 02
When to UseWACCAPV
Stable leveragePreferred — simplerWorks but unnecessary
Changing leverageInaccurate — WACC changes each yearPreferred — handles changing debt explicitly
LBO/restructuringMisleadingEssential — debt changes dramatically
Tax shields at riskAssumes full utilizationCan model uncertain tax shields separately
§ 03

APV is intellectually cleaner than WACC because it doesn’t mix operating value with financing effects. When a company’s leverage is changing (LBOs, restructurings, high-growth companies), WACC gives wrong answers because it assumes constant capital structure.

§ 04
For an LBO target, try both approaches: WACC assumes constant leverage (wrong for LBOs) vs. APV models declining debt separately. The APV approach naturally handles the changing capital structure.
§ 05
A company plans to pay down $500M in debt over 5 years. Should you use WACC or APV?
§ 06

APV reveals a truth WACC obscures: financing decisions create value only through the tax shield. If you remove taxes, WACC and APV give the same answer. The tax shield is the entire reason leverage affects value.

§ 07
You're DCF-ing a company with rapidly-changing capital structure (post-LBO, paying down debt fast). Is standard WACC approach still appropriate?
Five questions · AI feedback

Sit with the ideas.

A company generates $80M annual FCFF (perpetuity). Unlevered cost of equity is 12%. It has $500M of permanent debt at 6% interest. Tax rate is 25%. Using APV, what is the firm value?

Why:
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