How does a typical private equity waterfall work, including preferred return, catch-up, and carried interest, and how do you model it in a financial forecast?

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Multiple Choice

How does a typical private equity waterfall work, including preferred return, catch-up, and carried interest, and how do you model it in a financial forecast?

Explanation:
The main idea being tested is how a private equity waterfall allocates profits between limited partners and the general partner across a deal’s life, and how to mirror that in a forecast. In practice, investors (LPs) get their invested capital back plus a preferred return before the GP starts taking any carry. That preferred return is often framed as a hurdle rate—an annualized return the LPs must receive on contributed capital before upside is shared with the GP. Once the LPs have earned the hurdle, the next phase is a catch-up. This step is designed so the GP can “catch up” to the intended carried ownership. In most structures, the catch-up allocates a large portion of subsequent profits to the GP (sometimes effectively 100% to the GP for a period) until the GP’s cumulative share equals the target carried interest on the overall profits (commonly 20%). After the catch-up is satisfied, the remaining profits are split according to the carried interest arrangement (e.g., 20% to the GP and 80% to the LPs). Modeling this in a financial forecast means tracking distributions to LPs and the GP in sequence: - First, allocate cash flows back to LPs to return their contributed capital plus the accrued preferred return. - Then apply the catch-up so that the GP reaches the target carried percentage on total profits. - Finally, distribute any remaining profits according to the carried interest split. Keep in mind there are variations (different hurdle rates, compounding versus simple, and different catch-up formulas), but the described sequence—preferred return to LPs, catch-up to align the GP, then carried interest on the residual—is the standard framework and is what this question is testing.

The main idea being tested is how a private equity waterfall allocates profits between limited partners and the general partner across a deal’s life, and how to mirror that in a forecast. In practice, investors (LPs) get their invested capital back plus a preferred return before the GP starts taking any carry. That preferred return is often framed as a hurdle rate—an annualized return the LPs must receive on contributed capital before upside is shared with the GP.

Once the LPs have earned the hurdle, the next phase is a catch-up. This step is designed so the GP can “catch up” to the intended carried ownership. In most structures, the catch-up allocates a large portion of subsequent profits to the GP (sometimes effectively 100% to the GP for a period) until the GP’s cumulative share equals the target carried interest on the overall profits (commonly 20%). After the catch-up is satisfied, the remaining profits are split according to the carried interest arrangement (e.g., 20% to the GP and 80% to the LPs).

Modeling this in a financial forecast means tracking distributions to LPs and the GP in sequence:

  • First, allocate cash flows back to LPs to return their contributed capital plus the accrued preferred return.

  • Then apply the catch-up so that the GP reaches the target carried percentage on total profits.

  • Finally, distribute any remaining profits according to the carried interest split.

Keep in mind there are variations (different hurdle rates, compounding versus simple, and different catch-up formulas), but the described sequence—preferred return to LPs, catch-up to align the GP, then carried interest on the residual—is the standard framework and is what this question is testing.

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