In
part I (Read
more here), we talked about expected return E(R) = (p)(RW) + (1-p)(RL). How do we relate this equation to investing
and trading?
The
most notable method in investing is the fundamental analysis (FA). There are many books and articles in the
markets talk about fundamental analysis.
Just google “fundamental analysis”, it will return plenty of results
that you can learn from there. Back to
our business, how E(R) relates to investing (fundamental analysis)? The key concept of investing using
fundamental analysis is the “buy and hold” principle. The FA
supporters believe that their investment will provide them positive return in
the long run.
I have spoken to many FA
supporters; most of them share the same view.
First, they put a lot of effort in their analysis, baking in good margin
of safety when deriving the target price or intrinsic value. Second, once they determined the stock is
undervalue, the lower the stock price, the happier they are because they can
buy more at lower cost.
What do these
imply?
These imply that FA supporters
only care about one variable in the expected return equation, which is the RW. They assume p = 100% because lower price is a great opportunity for them to buy more, so making the second part of the
equation (Risk), becomes zero.
Example,
Michael
is a FA supporter. After rigorous
analysis, he came to a conclusion that stock ABC worth $5. The stock now is at $3. Thus, his RW is 66.67%. Since his p = 100%, his expected return is
66.67% too. Michael will invest in stock
ABC because in the long run, he believes he will make 66.67% for this
investment.
Trading,
in contrast, does not advocate “buy and hold” theory. Most trading believers are short term
traders. Many experience traders have
their own sets of rules for trading. One
of them is the cut loss point. Depending
on the trading duration, the profit and cut loss points may vary. For day traders, the profit and cut loss
points may be ranging from 0.5% to 2%.
For traders that have longer trading duration such as weeks or months,
the profit and cut loss points may be ranging from 5% to 20%.
Example,
John
likes short term trading, using either technical chart or news (rumors) to make
trading decision. Based on his insight,
he believes that stock XYZ will hit $6 in two months. As the stock is now trading at $4.5, the
potential return RW is 33.33%.
John has a strict cut loss point at $4.
So the potential negative return RL is about 11.11%. What is John expected return for this
trade?
The missing part in this example is the
probability, p. Most traders do not have
a quantitative way to determine the p, they all based on their experience and
gut feelings. This is the reason why we
always hear people say “you have to pay tuition fees in financial market before
you can make profit from it”. For John’s
case, let’s assume p = 70%, so the expected return for this trade is
(70%)(33.33%) + (30%)(-11.11%) = 19.9%.
All
the above examples seem to have good return on investment. But all of them share the same weakness – the
accuracy of the variables. If one cannot
have a good estimation of the variables in the expected return equation, or
half way thru the investing or trading period he or she found that their
assumption may be wrong, most of the time this will lead the person into the
third territory, which is the Hybrid mode.
Let’s discuss this in part III.
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