Free CFA Level II Corporate Issuers Practice Questions

Corporate issuers on the CFA Level II exam tests capital budgeting under uncertainty, capital structure theory (Modigliani-Miller), dividend policy, mergers and acquisitions, and corporate governance practices. Weighted 5-10% (CFA Institute).

159 Questions
83 Easy
36 Medium
40 Hard
2026 Syllabus

Sample Questions

Question 1 Easy
The Hamada equation is most commonly used to:
Solution
C is correct.

The Hamada equation relates a firm's leveraged (equity) beta to its unleveraged (asset) beta:
βL=βU[1+(1−t)DE]\beta_L = \beta_U \left[1 + (1 - t)\frac{D}{E}\right]
where βL\beta_L is the leveraged beta, βU\beta_U is the unleveraged beta, tt is the marginal tax rate, and D/ED/E is the debt-to-equity ratio. This equation is particularly useful in the pure-play method for estimating project-specific betas: unlever a comparable company's beta and relever it to the subject company's capital structure.
Question 2 Medium
A conglomerate merger is least likely motivated by:
Solution
B is correct — this is the LEAST likely motivation. Economies of scale in production arise from combining similar operations, which is a motivation for horizontal mergers (between companies in the same industry), not conglomerate mergers. By definition, conglomerate mergers involve unrelated businesses, so there are minimal overlapping manufacturing operations to combine.
Question 3 Hard
Based on the information provided about Meridian Industries, the company's WACC is closest to:
Solution
B is correct.

First, compute the cost of equity using CAPM:
re=rf+β×ERP=3.5%+1.15×6.7%=3.5%+7.705%=11.205%r_e = r_f + \beta \times ERP = 3.5\% + 1.15 \times 6.7\% = 3.5\% + 7.705\% = 11.205\%

The cost of preferred stock equals its dividend yield. Since preferred trades at par, rp=6.5%r_p = 6.5\%.

Calculate WACC using the target capital structure:
WACC=wd×rd(1−t)+wp×rp+we×reWACC = w_d \times r_d(1-t) + w_p \times r_p + w_e \times r_e
WACC=0.35×0.058×(1−0.25)+0.05×0.065+0.60×0.11205WACC = 0.35 \times 0.058 \times (1 - 0.25) + 0.05 \times 0.065 + 0.60 \times 0.11205
=0.35×0.0435+0.00325+0.06723= 0.35 \times 0.0435 + 0.00325 + 0.06723
=0.015225+0.00325+0.06723=0.08571≈8.57%= 0.015225 + 0.00325 + 0.06723 = 0.08571 \approx 8.57\%

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