Scott, Financial Accounting Theory, 7th Edition Instructor’s Solutions Manual Chapter 6
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In this edition, I admit that securities markets are not fully efficient. One reason follows
from the accruals and post–announcement drift anomalies, which supply convincing
evidence that prices do not always fully and immediately react to new information
(although this may be due as much to limits to arbitrage as to behavioural biases). A
second reason is that the theory can break down at times, such as during the bubble
behaviour of security prices during the 2007–2008 market meltdowns. The meltdowns,
in particular, have generated considerable criticism of market efficiency theory and
investor rationality. I do maintain, however, that except during bubble periods, security
prices are sufficiently close to full efficiency that the theory of market efficiency is still
the best available theory for accountants to understand the role of information in
investment decisions and the economy.
Some instructors may wish to discuss these criticisms, particularly since they underlie
many of the new standards that are described in Chapter 7. Consequently, Sections 6.5
(optional section), 6.6, and 6.7 contain my argument in favour of the theories.
My argument basically is that while securities markets may not be fully efficient, the
theory of rational investor behaviour can still be saved. That is, average investor
rationality is at least as consistent with observed security price behaviour as are the
behavioural theories of investor behaviour. To pursue the argument, if one drops the
assumptions of rational expectations and common knowledge that underlie many
economic models, such as the CAPM, security price behaviour, such as post–
announcement drift, can be explained by models of rational investment. To illustrate, I
outline the models of Brav and Heaton (2002) and Allen, Morris, and Shin (2006), and
supporting empirical studies, in optional Section 6.5. Interested instructors may also
wish to review the discussion of rational expectations and common knowledge
assumptions in Section 4.5.2.
4. To Introduce Ohlson’s Clean Surplus Theory
I usually confine my presentation to illustrating how the theory can be used to estimate
firm value, following the development in Section 6.10.3 for Canadian Tire Corp., or