Why do you normalize a peer's EBITDA for one-time items before computing its multiple? Give two specific examples of items you'd adjust for.
General educational practice only. This is not an actual, confidential, leaked, or firm-provided interview question. Check important technical details against primary learning materials.
The answer
You normalize a peer's EBITDA for one-time items because reported earnings can be artificially inflated or depressed by events that won't repeat, and if you don't adjust, the multiple will reflect that noise rather than the ongoing operating performance you're trying to compare.
For example, if a peer takes a large restructuring charge in a single period, that one-time expense lowers reported EBITDA and would make the EV/EBITDA multiple look artificially high. You add the charge back so the multiple shows what the business earned from normal operations. Another common adjustment is a litigation settlement.
A big one-off settlement payout depresses EBITDA just for that year, so you'd strip it out to avoid penalizing the multiple for a non-recurring legal cost. In both cases, the goal is to put every peer on an apples-to-apples basis, where the multiples reflect sustainable earnings capacity, not the random noise of a particular year.
Enterprise value bridge
| Equity value | 800 |
| + Total debt | 380 |
| − Cash & equivalents | (150) |
| + Minority interest | 20 |
| + Preferred stock | 15 |
| Enterprise value | 1,065 |
Also asked as
- List the five steps of building a trading comps analysis, in order.
- Name four criteria (beyond 'same industry') you'd use to select peer companies, and explain why industry classification alone is an insufficient filter.
- You have three peers with EV/EBITDA multiples of 9.0x, 10.5x, and 7.5x. SubjectCo has LTM EBITDA of $140M. Compute the median and mean implied EV.
- A peer reports LTM EBITDA of $220M, including a $30M restructuring charge and a $12M one-time gain on a divestiture. Compute normalized EBITDA and, given an EV of $1,980M, compute the multiple on both reported and normalized EBITDA.
- Why must every peer in a comp set use the same time basis (LTM or NTM)? Describe a scenario where mixing bases would distort your conclusion.
- Explain why a smaller, less liquid public company often trades at a structurally lower multiple than a larger peer with similar growth and margins. How should this affect the multiple you apply to a smaller subject company?
- One peer in your five-company comp set is rumored to be a near-term acquisition target and trades at a multiple 4 turns above the rest of the set. Walk through how you'd handle it in your analysis, and what you'd say if a colleague wanted to include it in the median unadjusted.
- SubjectCo has LTM EBITDA of $110M. Your four peers have EV/EBITDA multiples of 9.2x, 8.8x, 14.5x (rumored buyout target: exclude), and 7.9x, with EBITDA sizes of $150M, $95M, $180M, and $40M respectively. SubjectCo's EBITDA is closest in scale to the two mid-sized peers. Compute the appropriate median from the clean peer set, apply a reasoned size-based judgment, and derive an implied EV range for SubjectCo.
- Your comps analysis implies an EV about 25% above your independently built DCF for the same company. Walk through the specific steps you'd take to diagnose the gap before presenting either number to a deal team.
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Keep going
- Why is EV/EBITDA considered capital-structure neutral, while P/E is not?
- Define control premium and write the formula. Against which share price should it be measured, and why?
- Why is minority interest added to enterprise value? Anchor your answer in consolidation accounting and the consistency of EV/EBITDA.
- Why is Equity Value/EBITDA never a valid multiple? Use the claimholder-matching logic to explain, not just 'it's not done.'
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The rest of this topic
Multiples: which pairs with which