VALUE CREATION AT ANHEUSER‐BUSCH: A REAL OPTIONS EXAMPLE

Tom Arnold and Richard L. Shockley

Journal of Applied Corporate Finance, 2001, vol. 14, issue 2, 52-61

Abstract: The management of Anheuser‐Busch created $11.5 billion of shareholder value between 1996 and 1998, a period in which U.S. demand for beer was flat and the company's profits grew only modestly. Of that $11.5 billion, the authors estimate that nearly $10 billion can be attributed to the growth options created or expanded by the company during that period. While divesting itself of unrelated businesses, such as snack foods, Busch stadium, and the St. Louis Cardinals baseball franchise, the company began purchasing minority equity interests in brewing concerns in markets with growing demand for beer, including Mexico, Brazil, Chile, Argentina, and the Philippines. The main undertaking of the paper is to use the real options valuation method to estimate the growth option value that Anheuser‐Busch has created through its investments in joint ventures in foreign markets. The authors focus specifically on a joint venture in the Argentina/Chile market, and argue that this arrangement gives the company the flexibility to invest in a complete brewing and distribution system in that market after learning about the market's potential. In other words, the joint venture creates a call option on the Argentina/Chile market. Traditional DCF analysis, which ignores the flexibility in the strategy, assigns a negative NPV to the joint venture. But explicit recognition of the “option‐ality” built into the investment results in a very different valuation—as well as a plausible explanation of the growth option value in the company's stock price. As the Anheuser‐Busch example also illustrates, valuation of the real option depends critically on the assumption about the volatility of the future value of the investment projects. The authors provide an intuitively useful way for managers to examine their own volatility assumptions—one that draws on the probability assessments that are part of the well‐known Black‐Scholes model.

Date: 2001
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