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Fundamentals of corproate finance 3e chapter 10

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Chapter Ten
Some Lessons from Capital
Market History

Copyright  2004 McGraw-Hill Australia
Pty Ltd

10-1


Chapter Organisation
10.1 Returns
10.2 Inflation and Returns
10.3 The Historical Record
10.4 Average Returns: The First Lesson
10.5 The Variability of Returns: The Second Lesson
10.6 Capital Market Efficiency
10.7 Summary and Conclusions

Copyright  2004 McGraw-Hill Australia
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10-2


Chapter Objectives







Distinguish between dollar returns and percentage returns.
Examine the effect of inflation on returns.
Gain an appreciation of historical returns and their variability
for different assets.
Calculate average return and standard deviation.
Discuss market efficiency and its three forms.

Copyright  2004 McGraw-Hill Australia
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10-3


Dollar Returns


The gain (or loss) from an investment.



Made up of two components:
– income (e.g. dividends, interest payments)
– capital gain (or loss).



Not necessary to sell investment to include capital gain or
loss in return.


Copyright  2004 McGraw-Hill Australia
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10-4


Percentage Returns
Dividends paid at
+
end of period

Change in market
value over period

Percentage return =
Beginning market value

Dividends paid at +
end of period

Market value
at end of period

1 + Percentage return =
Beginning market value

Copyright  2004 McGraw-Hill Australia
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10-5



Percentage Return Example
Pt = $37.00

Pt+1 = $40.33

Dt+1 = $1.85

$1.85 + ( $40.33 − $37.00 )
$37.00
= 0.14 or 14%

% Return =

Per dollar invested we get 5 cents in dividends and 9
cents in capital gains—a total of 14 cents or a return of
14 per cent.

Copyright  2004 McGraw-Hill Australia
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10-6


Percentage Returns
Total

$42.18


Inflows

Dividends

$1.85

Ending
market value

$40.33

Time

Outflows

t

t=1

– $37

Copyright  2004 McGraw-Hill Australia
Pty Ltd

10-7


Inflation and Returns






Real return is the return after taking out the effects of
inflation.
Real return shows the percentage change in buying power.
Nominal return is the return before taking out the effects of
inflation.
The Fisher effect explores the relationship between real
returns (r), nominal returns (R) and inflation (h).

( 1 + R ) = ( 1 + r ) × (1 + h )
R≈r+h

Copyright  2004 McGraw-Hill Australia
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10-8


Average Equivalent Returns
& Risk Premiums 1978–2002

Copyright  2004 McGraw-Hill Australia
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10-9


Average Returns: The First Lesson


Risky assets on average earn a risk premium (i.e. there is a
reward for bearing risk).

Copyright  2004 McGraw-Hill Australia
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10-10


Frequency of Returns on Ordinary
Shares 1978–2002

Copyright  2004 McGraw-Hill Australia
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10-11


Variance


Measure of variability.



The mean of the squared deviations from the average return.

[


1
2
2
Var ( R ) =
× ( R1 − R ) + .... + ( RT − R )
T −1

Copyright  2004 McGraw-Hill Australia
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]

10-12


Example—Variance
ABC Co. have experienced the following returns in the last
five years:
Year

Returns

1998

-10%

1999

5%


2000

30%

2001

18%

2002

10%

Calculate the average return and the standard deviation.

Copyright  2004 McGraw-Hill Australia
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10-13


Example—Variance

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10-14


Example—Variance


0.08872
Variance =
= 0.02218
(5 −1 )
Std deviation = 0.02218 = 0.1489 or 14.89%

Copyright  2004 McGraw-Hill Australia
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10-15


The Historical Record

Conclusion: Historically, the riskier the asset, the
greater the return.

Copyright  2004 McGraw-Hill Australia
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10-16


The Normal Distribution

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10-17



Variability: The Second Lesson


The greater the risk, the greater the potential reward.



This lesson holds over the long term but may not be valid for
the short term.

Copyright  2004 McGraw-Hill Australia
Pty Ltd

10-18


Capital Market Efficiency


The efficient market hypothesis (EMH) asserts that the price
of a security accurately reflects all available information.



Implies that all investments have a zero NPV.



Implies also that all securities are fairly priced.




If this is true then investors cannot earn ‘abnormal’ or
‘excess’ returns.

Copyright  2004 McGraw-Hill Australia
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10-19


Price Behaviour in Efficient and
Inefficient Markets
Price ($)

Overreaction and
correction

220
180
140

Delayed reaction

100

Efficient market reaction

–8 –6 –4 –2


0

+2 +4 +6 +7

Days relative
to announcement day

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10-20


What Makes Markets Efficient?
• There are many investors out there doing research:

-

As new information comes into the market, this
information is analysed and trades are made
based on this information.
Therefore, prices should reflect all available
public information.
• If investors stop researching stocks, then the
market will not be efficient.

Copyright  2004 McGraw-Hill Australia
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10-21


Common misconceptions about EMH
• Efficient markets do not mean that you can’t make

money.
• They do mean that, on average, you will earn a
return that is appropriate for the risk undertaken
and that there is not a bias in prices that can be
exploited to earn excess returns.
• Market efficiency will not protect you from making
the wrong choices if you do not diversify—you still
don’t want to put all your eggs in one basket

Copyright  2004 McGraw-Hill Australia
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10-22


Price Behaviour in Efficient and
Inefficient Markets
• Efficient market reaction: The price instantaneously

adjusts to and fully reflects new information. There
is no tendency for subsequent increases and
decreases.

• Delayed reaction: The price partially adjusts to the


new information. Several days elapse before the
price completely reflects the new information.

• Overreaction: The price over-adjusts to the new

information. It ‘overshoots’ the new price and
subsequently corrects itself.

Copyright  2004 McGraw-Hill Australia
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10-23


Forms of Market Efficiency


Weak form efficiency: Current prices reflect information
contained in the past series of prices.



Semi-strong form efficiency: Current prices reflect all publicly
available information.



Strong form efficiency: Current prices reflect all information of
every kind.


Copyright  2004 McGraw-Hill Australia
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10-24



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