Lesson 2- A first view of Derivative Products
Derivatives
are by-products of the actual shares. Let me explain with the example of Pete’s
business, using warrants.
Roger
notices that Ivan sold is share to Melissa for R2500. He knows that Melissa expects
Pete’s business to do more and more international placements, therefore she’s
expecting a higher dividend and was willing to pay more for the share that will
give her that dividend.
But
Roger also expects the job market in
“Melissa,
I will give you the option to buy my share in Pete’s business for a price of R2200
on 1 December 2005. However, to reserve that option, I’m asking you R350 for
the option. “
Melissa
thinks it through: “This means I have to pay R350 for the option, to buy the
share in December 2006. If I buy it then it will be at a price of R2200. That
means my total costs for the share will be R2550. Not too bad – I’m sure the
dividend will be big enough to cover the costs. The share should probably be
worth R2800 by then – Pete is doing good business.”
So
Melissa pays Roger the R350, and he gives her a note saying:
“I
hereby give the holder of this note, the option to buy my share of Pete’s
business, at R2200 on 1 December 2006.”
Roger’s
expectation of a better job market failed to impress: Even more people were
looking for jobs in the
Melissa
however needs money for a new car, but does not want to trade her shares to
fund the car – she wants the dividends that will be paid soon. She remembers
the option she has to buy Roger’s share at a good price. She does some
calculations, and approaches Ivy with this offer:
“Ivy,
as you know, Pete’s business is doing very well, earnings are up, and dividend
expectations are very promising. People are willing to buy the shares for about
R3000 now. I have an option to buy shares at R2200. This means I can get the
share cheap compared to the current market value. I will transfer this option
to you for a cost of R700. It’s a good deal!”
Ivy
does this calculation in her head: “The share is worth R3000. I would be paying
Melissa R700 for her option to buy the share at R2200. That means I can get the
share at a total price of R2900 which sounds like a bargain!”
Ivy
is eager, and buys the option from Melissa.
The
option, or warrant, is something they now started to trade. Ivy may sell this
option at an even higher price if the share price further increases. If the
share price drops too far, she can choose to not exercise the option, thus
loosing only the R700 she paid, and not the share itself.
Something
important to note, is the increase in share price, compared to increase in the
price of the option, or the warrant’s price:
The share price increased by 50% from R2000 to R3000.
The
warrant price increased by 100%, from R350 to R700
This
means that the warrant price climbed 2 times more than the share price. This
principle is called gearing, and sometimes it is referred to as leverage:: For every 1% increase in share price, there’s a 2%
increase in warrant price. This would be a 1:2 gearing.
The
reverse would also be true: For every 1% drop in share prices, a 2% drop in
warrant prices would occur.
These
ratios differ from warrant to warrant, and will be explained in full in the
section on derivatives at the end of this course.
For
now it’s important to understand the principles of leverage or gearing.
For
further explanation of leverage or gearing, a last example of leverage could be
a rental property purchase. Assume you find a building for sale for R250000.
You have R25000 cash, which is 10% of the total purchase amount. You pay a
deposit and the bank finances the remaining R225000. The money you contributed
is in a 1:9 ratio with what the bank supplied. Your R25000
was geared 1:9 (for everyone one rand, the bank supplied 9).
The
power of leverage or gearing can be seen when you sell the property. Assume the
tenant paid rent equal to the monthly installments you had to pay to the bank,
and also the levies.
After
two years the property is worth R390000 and you sell it. You settle your bank
load which is on standing on R215000 by that time. The difference is R175000.
You will have to pay capital gains tax on this amount.
However,
you’ve made R175000, by getting a 25% annual growth on a property that was
worth R250000, for which you invested only R25000 from your pocket!
You
do not have to be in stock market derivatives to make use of gearing. However,
stock market derivatives can offer you the benefits of both gearing, as well as
profits using put options when the markets are going down.
A word of advice: Warrants are not as liquid as shares. In other words, you might not always find a buyer for your warrant. Warrants therefore carry a greater risk, partially because they are less liquid, but also because losses will also be amplified because of the gearing effect.
Warrants are more complex than this, but after reading through chapter 11 you should be able to start using these instruments with relatively low risk. However a few things worth noting about warrants are:
Practical Section
Page through the list of share prices in your
business section of the newspaper. Try to highlight
the 10 or 20 "biggest" companies. How do I know which are the biggest
companies? Look at the Market Capitilisation column.
Market capitalisation is the value of each individual
share multiplied by the total number of shares in issue.
These companies are also the likely ones to have warrants
issued. These derivative products are not issued by the companies themselves,
but by companies such as banks!
Also try to see the trading volumes of these companies,
you will notice they are also normally high. This is something to keep in mind:
High volumes means the share is "liquid", meaning, it sells easily.
If the share is highly liquid, likely so will be the derivative products.
In || LESSON 3 >> we'll look at how to read the economy in order to gain an understanding into the arena our business in which we hold shares, must make a profit.