Interview Questions229

    LBO Returns: IRR, MOIC, and Cash-on-Cash

    How private equity sponsors measure investment returns and why each metric captures a different dimension of performance.

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    7 min read
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    5 interview questions
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    Introduction

    The ultimate test of an LBO investment is the returns it generates for the sponsor's fund. While the valuation methodologies covered elsewhere in this guide focus on what a company is worth, LBO returns analysis focuses on what the investment earns for the equity investors. Understanding how these returns are calculated, what drives them, and how different metrics capture different dimensions of performance is essential for investment banking interviews, particularly those with a private equity focus.

    IRR: The Time-Weighted Return

    The internal rate of return (IRR) is the annualized return on the equity investment, calculated as the discount rate that makes the net present value of all cash flows (the initial equity investment and the equity proceeds at exit) equal to zero.

    0=Equityentry+Equityexit(1+IRR)n0 = -Equity_{entry} + \frac{Equity_{exit}}{(1 + IRR)^n}

    Where *n* is the holding period in years.

    IRR is the primary return metric in private equity because it accounts for the time value of money: earning a 2.5x return in 3 years (IRR of approximately 36%) is far more attractive than earning a 2.5x return in 7 years (IRR of approximately 14%). Fund economics (carried interest, management fees) and LP expectations are typically benchmarked against IRR hurdles.

    Internal Rate of Return (IRR)

    The annualized rate of return that makes the net present value of an investment's cash flows equal to zero. In private equity, IRR measures the time-weighted annual return on the sponsor's equity investment. A 3-year investment that turns $100 million into $200 million has an IRR of approximately 26%. The same 2.0x return over 5 years has an IRR of approximately 15%. Most PE funds target minimum IRRs of 20-25%, with top-quartile funds consistently exceeding 25%.

    IRR Drivers

    IRR is sensitive to three factors:

    • MOIC (total return): Higher total returns produce higher IRRs, all else equal
    • Holding period: Shorter holding periods produce higher IRRs for the same total return
    • Interim cash flows: Dividends, dividend recapitalizations, or partial exits during the hold period can boost IRR by returning cash earlier

    MOIC: The Absolute Return Multiple

    MOIC (Multiple on Invested Capital) measures the total cash returned to the sponsor as a multiple of the total cash invested:

    MOIC=Total Cash Received (exit proceeds+interim distributions)Total Cash Invested (equity check+follow-on investments)MOIC = \frac{Total\ Cash\ Received\ (exit\ proceeds + interim\ distributions)}{Total\ Cash\ Invested\ (equity\ check + follow\text{-}on\ investments)}

    A MOIC of 2.5x means the sponsor received $2.50 for every $1.00 invested. MOIC is time-independent: a 2.5x return is a 2.5x return whether it took 3 years or 7 years.

    In practice, most PE firms target MOICs of 2.5-3.5x, though actual performance varies significantly by vintage. Recent data shows that most post-2018 buyout vintages have delivered pooled net MOICs in the 1.3-1.6x range (as of mid-2025, with many investments still unrealized). Top-quartile funds from 2016-2018 vintages have delivered IRRs of 20-26%, while bottom-quartile funds from the same periods produce only high single-digit IRRs. The wide dispersion between top and bottom quartile underscores that PE returns are driven by fund selection and deal selection, not by the asset class broadly.

    Why Both IRR and MOIC Are Needed

    MetricCapturesBlind Spot
    IRRTime-weighted annual returnA small deal with a quick flip can show a high IRR on a small dollar amount
    MOICTotal return magnitudeDoes not penalize longer hold periods; a 3.0x over 10 years appears strong despite modest IRR

    A deal that generates a 3.0x MOIC over 3 years (IRR of approximately 44%) is exceptional. A deal that generates 3.0x over 7 years (IRR of approximately 17%) is adequate but not remarkable. Conversely, a deal that generates 1.5x in 18 months (IRR of approximately 32%) looks strong on IRR but has limited total dollar impact. Both metrics together provide a complete picture.

    Cash-on-Cash Return and DPI

    The cash-on-cash return is the simplest return metric: total cash distributions divided by total cash invested. It is functionally equivalent to MOIC in most cases (since PE investments involve a single cash outflow at entry and a single cash inflow at exit), but it is also used to describe interim returns (e.g., "the sponsor has already received 0.5x cash-on-cash from dividend recapitalizations before exit").

    At the fund level, the equivalent metric is DPI (Distributions to Paid-In Capital), which measures how much cash the fund has actually returned to its limited partners relative to the capital they committed. In the current market environment (2024-2026), DPI has become the metric LPs care about most, because many funds show attractive unrealized MOICs on paper but have returned limited actual cash due to slow exit activity.

    DPI (Distributions to Paid-In Capital)

    A fund-level return metric that measures the ratio of cumulative cash distributions to LPs divided by the total capital called (paid in). A DPI of 1.0x means the fund has returned all the capital LPs invested; anything above 1.0x represents actual profit distributed in cash. DPI is distinguished from TVPI (Total Value to Paid-In, which includes unrealized portfolio value) because DPI counts only real cash returned, not paper gains. In periods of slow exit activity (like 2022-2025), the gap between TVPI and DPI can be wide: a fund may show 1.8x TVPI but only 0.4x DPI, meaning most of the "returns" are unrealized valuations rather than cash in LP bank accounts. This has made DPI the metric of highest focus in LP due diligence on PE fund managers.

    LBO Returns Attribution

    Understanding where the returns come from is as important as calculating them. The three value creation levers decompose the MOIC into its component drivers:

    MOIC=Exit EquityEntry Equity=f(EBITDA Growth,Multiple Expansion,Debt Paydown)MOIC = \frac{Exit\ Equity}{Entry\ Equity} = f(EBITDA\ Growth, Multiple\ Expansion, Debt\ Paydown)

    A returns attribution analysis might show:

    SourceContribution to MOIC
    EBITDA growth (revenue + margins)1.2x
    Multiple expansion (entry at 9x, exit at 10.5x)0.4x
    Debt paydown (deleveraging from 5x to 2.5x)0.6x
    Total MOIC2.2x

    This breakdown tells the investment committee exactly how value was created and where the deal's returns are most sensitive.

    Interview Questions

    5
    Interview Question #1Medium

    A PE firm buys a company at 10x $100M EBITDA with 5x leverage. EBITDA grows to $130M over 5 years. Exit at 10x. $200M of debt is repaid. What are the returns?

    Entry: - Enterprise value: 10x x $100M = $1 billion - Debt: 5x x $100M = $500 million - Equity: $1B - $500M = $500 million

    Exit: - Enterprise value: 10x x $130M = $1.3 billion - Remaining debt: $500M - $200M = $300 million - Exit equity: $1.3B - $300M = $1.0 billion

    Returns: - MOIC = $1.0B / $500M = 2.0x - IRR15% (2.0x over 5 years; the Rule of 72 approximates 72/5 ≈ 14.4%, and the exact calculation of $2.0^{1/5} - 1$ = 14.87%, so approximately 15%)

    Interview Question #2Medium

    In the same scenario, what happens to the IRR if the exit multiple compresses from 10x to 8x?

    New exit: - Enterprise value: 8x x $130M = $1.04 billion - Remaining debt: $300 million - Exit equity: $1.04B - $300M = $740 million

    New returns: - MOIC = $740M / $500M = 1.48x - IRR8% (1.48x over 5 years)

    A 2-turn multiple compression wiped out nearly half the equity return, dropping the IRR from 15% to approximately 8%. This illustrates why conservative LBO models assume flat or declining exit multiples in the base case.

    Interview Question #3Hard

    What is a dividend recapitalization, and how does it affect returns?

    A dividend recapitalization is when the portfolio company borrows additional debt and uses the proceeds to pay a dividend to the sponsor. It returns capital to the sponsor during the holding period, before exit.

    Effect on IRR: IRR increases because the sponsor receives cash earlier. IRR is time-weighted, so earlier cash inflows are worth more.

    Effect on MOIC: MOIC may remain similar or change modestly. The total cash received increases (dividend + exit proceeds), but the exit equity decreases (because the company has more debt).

    Effect on risk: The company's leverage increases significantly, raising default risk. If the business underperforms after a dividend recap, the additional debt can create financial distress.

    Dividend recaps are common in strong credit markets and are often viewed negatively by credit investors and rating agencies.

    Interview Question #4Medium

    How do you determine the appropriate exit multiple in an LBO?

    The exit multiple should be based on:

    1. Current trading multiples of comparable public companies. This gives you the market's current view of similar businesses.

    2. Entry multiple. Conservative LBO models use the entry multiple as the exit multiple (no multiple expansion). This is the base case.

    3. Precedent transaction multiples. What have recent buyers paid for similar businesses?

    4. Industry cycle position. If entering at a cyclical trough (low multiple), there may be room for expansion. If entering at a peak, assume compression.

    5. Growth trajectory at exit. A company with accelerating growth at exit may warrant a higher multiple than at entry.

    Conservative sponsors stress-test returns assuming 1-2 turns of multiple compression from entry to exit. If the deal still works at compressed multiples, the downside is protected.

    Interview Question #5Hard

    A PE firm targets a 25% IRR on a 5-year deal. They pay 9x EBITDA ($90M EBITDA = $810M EV) with 5x leverage. EBITDA grows to $130M and $250M of debt is repaid. What exit multiple do they need?

    Entry: - EV: $810M - Debt: 5 x $90M = $450M - Equity: $810M - $450M = $360M

    Target exit equity (25% IRR over 5 years): Required MOIC ≈ 3.05x (since (1.25)^5 = 3.05) Target exit equity = $360M x 3.05 = $1,098M

    Remaining debt: $450M - $250M = $200M

    Required exit EV: Exit EV = Exit equity + remaining debt = $1,098M + $200M = $1,298M

    Required exit multiple: $1,298M / $130M = 10.0x

    The firm needs the exit multiple to expand from 9.0x to 10.0x (approximately 1 turn of expansion) to hit a 25% IRR. This is a reasonable but not conservative assumption.

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