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Free CFA Level II Equity Valuation Practice Questions

Equity valuation on the CFA Level II exam covers discounted cash flow models (DDM, FCFE, FCFF), relative valuation multiples, residual income models, and private company valuation techniques. Weighted 10-15% (CFA Institute).

258 questions 79 easy 131 medium 48 hard 2026 syllabus

Sample Questions

Question 1 Easy
The PEG ratio is calculated as the P/E ratio divided by:
Solution
A is correct.

The PEG (Price/Earnings-to-Growth) ratio divides the P/E ratio by the expected earnings growth rate (in percentage terms, not decimal). For example, a stock with a P/E of 2020 and expected earnings growth of 10%10\% has a PEG of 2010=2.0\frac{20}{10} = 2.0. PEG=P/Eexpected EPS growth rate (in %)\text{PEG} = \frac{\text{P/E}}{\text{expected EPS growth rate (in \%)}}. It adjusts the P/E ratio for growth, allowing comparison of companies with different growth prospects.
Question 2 Medium
The clean surplus relation requires that:
Solution
A is correct.

The clean surplus relation states:
Bt=Bt−1+Et−DtB_t = B_{t-1} + E_t - D_t

where BB is book value, EE is earnings (net income), and DD is dividends. This means all changes in book value flow through the income statement — there are no 'dirty surplus' items that bypass income. The clean surplus relation requires that all changes in equity (other than transactions with owners like dividends) are captured in net income.
Question 3 Hard
Based on the vignette, using a single-stage FCFF model, NovaChem's equity value per share is closest to:
Solution
C is correct (37.45).

First build the FCFF that feeds the model. On the CFO route:
FCFF=CFO+Int(1−t)−FCInv=320+60(1−0.25)−55=310 million\text{FCFF} = \text{CFO} + \text{Int}(1-t) - \text{FCInv} = 320 + 60(1 - 0.25) - 55 = 310 \text{ million}

Capitalize that trailing figure at the spread between the WACC and the long-run growth rate. Because FCFF is discounted at the WACC, what the model returns is the value of the whole firm, not the value of the equity:
Firm value=FCFF0×(1+g)WACC−g=310×1.0350.085−0.035=320.850.05=6,417 million\text{Firm value} = \frac{\text{FCFF}_0 \times (1+g)}{\text{WACC} - g} = \frac{310 \times 1.035}{0.085 - 0.035} = \frac{320.85}{0.05} = 6{,}417 \text{ million}

Then bridge to equity by deducting debt once. NovaChem has no preferred stock or minority interests, so the 800 million of total debt is the only claim to strip out:
Equity value=6,417−800=5,617 million\text{Equity value} = 6{,}417 - 800 = 5{,}617 \text{ million}
Value per share=5,617150≈37.45\text{Value per share} = \frac{5{,}617}{150} \approx 37.45

Against a market price of 28.00 the shares screen as undervalued, consistent with the discount NovaChem carries to its peer set on EV/EBITDA.

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