CFA Level 1 Equity Investments: from market structure to valuation

Equity Investments is 11-14% of the exam — how markets and indices are organized, whether they're actually efficient, and how to put a number on what a stock is worth. Here's the full breakdown, plus a worked Gordon Growth Model example.

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What CFA Level 1 Equity Investments actually tests

Equity Investments is 11-14% of the Level 1 exam:

AreaWhat it covers
Market OrganisationQuote-driven vs. order-driven markets, execution instructions
Equity SecuritiesCommon stock, preference shares, depositary receipts, rights, warrants
Security Market IndicesPrice-weighted, equal-weighted, market-cap-weighted, float-adjusted
Market EfficiencyWeak, semi-strong, strong form; implications for active management
Industry AnalysisLife cycle, Porter's Five Forces, peer group analysis
Company AnalysisCompetitive advantage, financial modeling
Equity ValuationDDM, Gordon Growth, multi-stage DDM, FCFE, price multiples (P/E, P/B, P/S, EV/EBITDA)

Why the Gordon Growth Model is worth over-preparing

It's one of the few equity valuation formulas Level 1 expects you to apply directly, not just recognize conceptually — and it reuses time value of money reasoning from Quantitative Methods. Getting the mechanics automatic here pays off again at Level 2, where multi-stage DDM builds directly on top of it.

Sample question: Gordon Growth Model

Equity Investments · Medium difficulty

A stock just paid a dividend of $2.00 per share. Dividends are expected to grow at a constant 5% per year indefinitely. If the required rate of return is 9%, what is the stock's intrinsic value under the Gordon Growth Model?

A. $42.00
B. $47.25
C. $52.50
D. $60.00
The correct answer is C — $52.50.
V₀ = D₁ / (r − g) = D₀(1 + g) / (r − g) = $2.00 × 1.05 / (0.09 − 0.05) = $2.10 / 0.04 = $52.50.
Choice A ($42.00) is the common error of dividing $2.00 (D₀, not D₁) by 0.04 — using this year's dividend already paid instead of next year's expected dividend, which the model actually requires in the numerator.

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