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Eduzan / 05 Equity Investments

EQ 4 – Market-Based Valuation_ Price and Enterprise Value Multiples

Worked examples are fully visible. Check-yourself items are study aids you can reveal one at a time.

A price multiple divides the market price of one share by some measure of fundamental value attached to that share: earnings, book value, sales, cash flow or dividends. An enterprise value multiple does the same job one level up. It divides the market value of every claim on the business, net of cash, by a measure of value generated for the whole company rather than for the equity alone. Both families of indicators do the same thing in the end. They express what a buyer pays for one unit of something the business produces or owns, and they compress that judgement into a single number that is easy to quote and easy to argue about.

The appeal is obvious. A price to earnings ratio of 20 says that twenty units of currency buy one unit of annual earnings. Put two companies side by side, one at 20 and one at 25, and the comparison is immediate. The danger is equally obvious: the comparison is only as good as the assumption that the two businesses are otherwise alike. Almost all of the analytical work in this reading consists of taking that assumption apart.

Method one: comparables

The method of comparables values an asset from the multiples at which similar assets trade. The similar assets go by several names, including comps and guideline companies. The procedure is short to state. Pick a multiple. Compute a benchmark value of that multiple from the comparison assets, usually a median or a mean. Apply the benchmark to the matching fundamental of the subject company to obtain an estimated value, or equivalently set the traded multiple of the subject company against the benchmark.

The economic justification is the law of one price: two identical assets should sell for the same price. That justification also fixes the limits of the method. Everything it produces is relative. If the comparison assets are themselves mispriced, a stock that looks cheap against them may still be expensive against its own intrinsic value. Nothing in the arithmetic can rescue you from a mispriced peer group.

Method two: forecasted fundamentals

The second method derives the multiple itself from a discounted cash flow model. Fundamentals, meaning the characteristics of the business that relate to profitability, growth and financial strength, drive cash flows; cash flows drive value; and value divided by the relevant fundamental is a multiple. If a discounted cash flow model puts a UK stock at 10.20 pounds and forecast earnings per share are 1.20 pounds, the forward price to earnings ratio consistent with that valuation is 10.20 divided by 1.20, or 8.5.

This route is more demanding but it repays the effort in two ways. It gives a multiple that does not depend on any peer being fairly priced, and it tells you which fundamentals should explain a gap between one company multiple and another. In practice the two methods are used together: comparables supply the benchmark, and fundamentals explain the deviations from it.

Figure 1: Two routes to a multiple
Price or enterprise value multiple Method of comparables law of one price Method based on forecasted fundamentals Benchmark multiple from peers, industry, an index or own past values Discounted cash flow value divided by the forecasted fundamental
Both routes end in a benchmark against which the traded multiple is judged. The left route borrows the market view of similar assets; the right route builds the multiple from a valuation model and therefore does not depend on any peer being correctly priced.

The justified multiple

Whichever route is taken, the output can be expressed as a justified price multiple: the fair value of that multiple, defended either by comparables or by fundamentals. Suppose the median price to book ratio for a peer group is 2.2. Note the deliberate use of a median rather than a mean, because peer groups are usually small and one outlier can swamp an average. With current book value per share of 23 dollars, the justified price to book of 2.2 translates into an absolute fair value of 2.2 times 23, or 50.60 dollars, which can then be set against the market price. If instead a residual income model puts the stock at 46 dollars, the justified price to book based on fundamentals is 46 divided by 23, or 2.0, and the implied fair value is 2 times 23, or 46 dollars.

The comparison of a justified multiple with an actual multiple is the whole game. If the justified figure exceeds the actual figure, the stock may be undervalued; if it falls short, the stock may be overvalued. The word may is doing real work in both sentences.

Example 1 · Worked

Company A reports earnings per share of 1.50 dollars. Its closest competitor, Company B, trades at a price to earnings ratio of 22. Assume the two have similar operating and financial profiles.

1. Company A stock trades at 37.50 dollars. What does that say about its value relative to Company B?
Solution. The price to earnings ratio of Company A is 37.50 divided by 1.50, or 25. Because the two companies are similar in operating and financial terms, paying 25 for a unit of earnings when the same unit costs 22 at Company B indicates that Company A is overvalued relative to Company B.
2. If Company A ought to trade at about the same multiple as Company B, what price is appropriate?
Solution. Apply the benchmark multiple to the fundamental of the subject company: 1.50 times 22 equals 33 dollars. The market price of 37.50 dollars sits above that figure, which is the same conclusion expressed the other way round.

The same machinery works for enterprise value multiples. Multiply a benchmark ratio of enterprise value to earnings before interest, taxes, depreciation and amortization by an estimate of that same quantity for the company, and the result is a quick estimate of the value of the whole enterprise rather than of the equity alone. The rest of this lesson works through each multiple in turn, and the order within each treatment is deliberate: usage considerations first, then the link to fundamentals, then the use of the multiple in a comparables exercise. That ordering reflects the importance of fundamentals in a comparables exercise, because the fundamentals are what explain any deviation from the benchmark.

End of lesson.