“As the M&A associate structuring a deal with a valuation gap between buyer and seller, you're asked in an interview: "How do you design an earn-out to bridge a price disagreement, and what usually goes wrong with them?"”
As the M&A associate structuring a deal with a valuation gap between buyer and seller, you're asked in an interview: "How do you design an earn-out to bridge a price disagreement, and what usually goes wrong with them?"
Task: design an earn-out that bridges a specific valuation gap, then value that earn-out from the buyer's perspective and identify why earn-outs are one of the most litigated deal mechanics in M&A.
The buyer and seller have agreed on everything except price.
| Line Item | Value |
|---|---|
| Buyer's Upfront Offer | $150.0m |
| Seller's Full-Value Ask | $180.0m |
| Earn-Out Metric | Cumulative EBITDA, Years 1–2 post-close |
| Earn-Out Cap (Maximum Possible Payout) | $30.0m |
| Cumulative EBITDA Threshold for Full Payout | $50.0m |
| Buyer's Discount Rate | 12.0% (0.12) |
| Payment Timing | Lump sum at the end of Year 2 |
Earn-Out Amount = Seller's Full-Value Ask − Buyer's Upfront Offer
Using this formula, compute the size of the earn-out needed to bridge the gap between the two parties.
PV of Earn-Out = Earn-Out Payout / (1 + Discount Rate)^n
Using this formula, compute the present value of the full earn-out payout, assuming it is paid in full at the end of Year 2.
Assume the following three scenarios for how the earn-out actually plays out:
| Scenario | Probability | Payout |
|---|---|---|
| Full payout (EBITDA meets $50.0m threshold) | 40% (0.40) | $30.0m |
| Partial payout (EBITDA reaches ~75% of threshold) | 35% (0.35) | $15.0m |
| No payout (EBITDA falls short of the floor) | 25% (0.25) | $0.0m |
Probability-Weighted PV = Σ (Scenario Probability × PV of Payout in that Scenario)
Using this formula, compute the probability-weighted present value of the earn-out.
Assume:
Using these facts, identify what contractual protections the seller should negotiate for alongside the earn-out mechanics above.
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