Derivatives market (ev)

Simplifying how derivative products operate in the stock market

(Extended Version)– By Prof. Simply Simple TM

Hopefully the last lesson on ‘derivatives in the real world’ helped you get a good idea

about it’s concept.

In this lesson, I will explain to you how a derivative deal is

practically done in the market place.

In our previous lesson we explained how in a market

comprising of several buyers and sellers, one need not know

who the counter-party is.

As we saw in our earlier lesson, there are several farmers in the

market, perhaps a few thousands!

And several thousand bread manufacturers!!

And a market place where there is free flow of information!!!

So that the expected future stock price (price of wheat for the sake of comparison with our previous

examples) is known to every farmer and bread manufacturer.

Any farmer trying to extract a higher price will not be able to do so because for the bread

manufacturer there are several other farmers to buy from and

vice versa. This is what we call ‘Price

Discovery’.

Now in the stock market we do not have farmers and bread

manufacturers, but instead have investors who are both buyers and

sellers of stocks.

Now lets say there is a stock A listed on the stock exchange and its “futures”

is quoted at Rs. 120.

Also, let’s assume there are participants in the market to buy and

sell the futures to each other based on their contrarian view about the stock.

And let’s say the expiry date for settlement of the futures contract is

after 5 days.

Now, for the sake of understanding, suppose you were to buy a ‘futures’ of stock A for Rs 120. In this context, it is important for you to understand that in a derivative product what you actually do is take a view on future price movements and at the end of

the settlement period, you reconcile based on whether your view was

right or wrong.

Since at no point in time the investor has to take delivery of the stock, he does not have to pay the entire price of the stock at the time of the deal. All he has to pay hence is the margin money which is a fraction of the price, say, 15% of the price which is Rs 18 in the above example.

Now to understand this better, let’s look at how the prices move

in these 5 days.

Closing Price on day “One” – 122

Your buying price day “One” – 120

Your profit – Rs 2

So at the end of the day your account with your

broker would get credited by Rs 2.

Debit Credit

Day 1 Rs. 2

Day 1

Closing Price on day “two” – 125

Your profit as compared to the previous day is Rs 3

So at the end of day 2, your account with your

broker would get credited by Rs 3.

Debit Credit

Day 1 Rs. 2

Day 2 Rs 3

Day 2

Closing Price on day “Three” – 124

Your loss as compared to the previous day is

Rs.1

So at the end of day 3, your account with your

broker would get debited by Rs 1.

Debit Credit

Day 1 Rs. 2

Day 2 Rs 3

Day 3 Rs.1

Day 3

Closing Price on day “Four” – 123

Your loss as compared to the previous day is

Rs.1

So at the end of day 4, your account with your

broker would get debited by Rs 1.

Debit Credit

Day 1 Rs. 2

Day 2 Rs 3

Day 3 Rs.1

Day 4 Rs. 1

Day 4

Closing Price on day “Five” – 125

Your profit as compared to the previous day is

Rs.2

So at the end of day 5, your account with your

broker would get credited by Rs 2.

Debit Credit

Day 1 Rs. 2

Day 2 Rs 3

Day 3 Rs.1

Day 4 Rs. 1

Day 5 Rs 2

Day 5 – Settlement Date

Thus the effect of the 5 days leading

to the settlement would be like

this…Debit Credit

Day 1 Rs. 2

Day 2 Rs 3

Day 3 Rs.1

Day 4 Rs. 1

Day 5 Rs 2

Total Rs 2 Rs 7

Day 5 – Settlement Date

So in this case the investor gained Rs 5 on settlement date.

However since your investment was only Rs. 18 (15% margin money), you need to calculate Rs. 5 as a percentage of Rs. 18.

Thus, the returns earned would be equal to 5/18 x 100 = 27% (approx.)

Please do let me know if I have managed to clear this concept for you.

Your feedback is very important as it helps me plan my future lessons.

Hence please give your feedback at [email protected]