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Free CFA Level III: Private Markets Private Debt Practice Questions

Private debt on CFA Level III covers direct lending, mezzanine financing, distressed debt investing, collateralized loan obligations (CLOs), and credit risk assessment frameworks for private credit markets.

73 questions 24 easy 28 medium 21 hard 2026 syllabus

Sample Questions

Question 1 Easy
Mezzanine debt is most accurately characterized as:
Solution
B is correct.

Mezzanine debt occupies a middle position in the capital structure — below senior debt but above equity. It is typically unsecured and subordinated, meaning senior lenders are repaid first in a default scenario. To compensate for the higher risk, mezzanine debt carries higher yields (typically 12-20% total return including cash interest and payment-in-kind interest) and often includes equity upside participation through warrants or equity conversion features.
Question 2 Medium
Venture debt is most appropriately described as:
Solution
A is correct.

Venture debt is a specialized form of debt financing provided to VC-backed startups, typically as a complement to equity rounds. It extends the startup's runway without additional dilution. Venture debt often includes warrant coverage (giving the lender equity upside), milestone-based drawdown provisions, and is typically secured by the company's assets. It is most commonly provided by specialized lenders (e.g., Silicon Valley Bank, WTI) and is sized at 25-50% of the most recent equity round.
Question 3 Hard
Using Exhibits 1 and 2, the loss-adjusted spread advantage of Structure A over the size-weighted Structure B is closest to:
Solution
C is correct. Restating the second lien's 9.50% fixed coupon as a spread over the current 3.40% SOFR fixing gives 9.50%−3.40%=6.10%9.50\% - 3.40\% = 6.10\%, or 610 bps. Size-weighting the Structure B spreads across the $260\$260 million:

($180×450)+($80×610)$260=81,000+48,800260=499 bps\frac{(\$180 \times 450) + (\$80 \times 610)}{\$260} = \frac{81{,}000 + 48{,}800}{260} = 499\ \text{bps}

Expected credit loss is the default probability times loss severity. For the unitranche: 3.0%×(1−0.72)=0.84%3.0\% \times (1 - 0.72) = 0.84\%, or 84 bps. For Structure B: 3.0%×0.15=453.0\% \times 0.15 = 45 bps on the first lien and 3.0%×0.65=1953.0\% \times 0.65 = 195 bps on the second lien, weighted as

($180×45)+($80×195)$260=8,100+15,600260=91 bps\frac{(\$180 \times 45) + (\$80 \times 195)}{\$260} = \frac{8{,}100 + 15{,}600}{260} = 91\ \text{bps}

Loss-adjusted spreads are therefore 575−84=491575 - 84 = 491 bps for Structure A and 499−91=408499 - 91 = 408 bps for Structure B, an advantage of roughly 83 bps to the unitranche. The gap combines about 76 bps of stated spread with about 7 bps of lower expected loss.

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