Series 79 · Collection, Analysis and Evaluation of Data · Free Lesson

Other valuation methods (DDM, LBO, sum-of-the-parts, accretion/dilution screen)

Free FINRA Series 79 (Investment Banking Representative) lesson in Collection, Analysis and Evaluation of Data. 25 min read, ~3,754 words.

A transaction can raise earnings per share while earning too little on the purchase price. An accretion/dilution screen and economic profit answer those different questions, so your valuation method must answer the question the buyer actually faces.

You may need to value a mature company whose owners receive predictable cash distributions. The dividend discount model (DDM) values equity by discounting expected future dividends to today. When you model dividends per share, the answer is equity value per share.

The dividend discount model uses the cost of equity, the return shareholders require for bearing the investment's risk. Discounting reduces future dividends because investors require compensation for waiting and accepting uncertainty. A higher required return lowers today's value, holding expected dividends constant.

The constant-growth dividend discount model, also called the Gordon growth model, assumes dividends grow at one sustainable rate forever. Use the next expected annual dividend, rather than the dividend already paid. For more worked cases, see Damodaran's valuation examples.

P0=D1ke−g,D1=D0(1+g),ke>gP_0=\frac{D_1}{k_e-g},\qquad D_1=D_0(1+g),\qquad k_e>g

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Common mistakes

Bottom line

Exam shortcut

Circle the requested output before calculating: share value, enterprise value, sponsor equity return, or buyer EPS. Carry that label through every step. For DDM, mark “just paid” or “next expected.” Advance only the former. Check the rate gap before dividing. For LBO questions, write entry equity and exit equity on separate lines. Count elapsed years, then inspect the stem for interim distributions.

The full lesson (about 3,754 words, 25 min read) adds 2 worked examples, all 6 common mistakes, a self-check, free in the app.

Learning objectives

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