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NEUTRAL AND VOLATILE STRATEGIES
Can we summarise the earlier discussions on Option
Trading Strategies?
In our previous discussions, we covered Bullish and
Bearish Strategies. We also discussed Covered Calls in detail. We now turn
to Option Strategies which you can apply if you are Neutral or if you
believe the market will turn Volatile.
What does Neutral mean?
Neutral means you believe that the index or scrip in
question is likely to remain wherever it is, or that the movement is not
likely to be significant. For example, if the Sensex is around 3,200 now
and you believe that the Sensex will stay around this level in the next
two weeks, you are said to be Neutral.
What does Volatile mean?
A volatile view will imply that you believe the market
will definitely move either upwards or downwards, but you are not sure
which way the movement will occur. You are however quite sure that the
market will not stay where it is. In this sense, a Volatile view is quite
the opposite of the Neutral view.
What strategies can be applied to these situations?
The most common strategies to both situations are
Straddles and Strangles.
What is a Straddle?
A Straddle is a strategy where you buy a Call Option as
well as a Put Option on the same underlying scrip (or index) for the same
expiry date for the same strike price. For example, if you buy a Satyam
July Call Strike Price 240 and also buy a Satyam July Put Strike Price
240, you have bought a Straddle.
As a buyer of both Call and Put, you will pay a Premium
on both the transactions. If the Call costs Rs 12 and the Put Rs 9, your
total cost will be Rs 21.
When will I buy a Straddle?
You will buy a Straddle if you believe that Satyam will
become volatile. Its current price is say Rs 240, but you think it will
either rise or fall significantly. For example, you could believe that
Satyam could rise right upto Rs 300 or fall upto Rs 200 in the next
fortnight or so.
Why should it fluctuate so much?
There could be various situations which might warrant
heavy movement. For example, during Budget time, a favourable proposal
might impact the price favourably and if nothing favourable is proposed,
the price could fall significantly. An Indian company could be considering
collaborations with a major foreign company. If the collaboration were to
happen, the price could rise, and if it were not to happen, the price
could fall.
An Indian company might be expecting a huge order from a
foreign company. The market might be awaiting news on this front. While a
positive development might result in a price rise, a negative development
might dampen the prices.
Some companies might face huge lawsuits. The decision
could significantly impact prices any which direction.
In all these cases, you are sure that the price will
either move up or move down, but you are not clear which way.
How will the Straddle help me?
Let us continue the above example. You have bought the
Call and the Put and spent Rs 21. The current price and the strike price
are the same Rs 240. Your profile will be determined as under:
|
Satyam Closing Price
|
Profit on Call
|
Profit on Put
|
Initial Cost
|
Net Profit
|
|
200
|
0
|
40
|
21
|
19
|
|
210
|
0
|
30
|
21
|
9
|
|
220
|
0
|
20
|
21
|
-1
|
|
230
|
0
|
10
|
21
|
-11
|
|
240
|
0
|
0
|
21
|
-21
|
|
250
|
10
|
0
|
21
|
-11
|
|
260
|
20
|
0
|
21
|
-1
|
|
270
|
30
|
0
|
21
|
9
|
|
280
|
40
|
0
|
21
|
19
|
Thus you make maximum profit if the price falls
significantly to Rs 200 or rises significantly to Rs 280. You will make a
maximum loss of Rs 21 (your initial cost) if the price remains wherever it
currently is.
What are the other implications of Straddle?
As a buyer of the Straddle, you will pay initially for
both the Call and the Put. You need not place any margins as you are a
buyer of both Options. If time passes and the scrip remains at or around
the same price (in this case Rs 240), you will find that the Option Premia
of both the Call and the Put will decline (Time Value of Options decline
with passage of time). Hence, you will suffer losses.
When will I sell a Straddle?
You bought a Straddle because you thought the scrip will
become volatile. Conversely, the seller of the Straddle would believe that
the scrip will act neutral. The seller will believe that the price of
Satyam will stay around Rs 240 in the next fortnight or so. Accordingly,
he will sell both the Call and the Put.
If the price indeed remains around Rs 240, he will make
a maximum gain of Rs 21. If the price were to move up or down, he will
make a lower gain as he will have to pay either on the Call (if it moves
up) or on the Put (if it moves down).
What is the break even point of the Straddle?
The Straddle has two break even points viz. the Strike
Price plus both Premia and the Strike Price minus both Premia. In the
above example, the two break even points are Rs 261 (240 + 21) and Rs 219
(240 – 21). As seen earlier, the break even points are the same for the
buyer and the seller.
What are the other implications for the seller?
As a seller, he will receive the Premia of Rs 21 on day
one. He will have to place margins on both the Options and hence these
requirements could be fairly high. If time passes and the scrip stays
around Rs 240, the seller will be happy as the Option values will decline
and he can buy back these Options at a lower level. On the other hand, if
the scrip moves, he should be careful and think of closing out early.
What is a Strangle?
A Strangle is a slightly safer Strategy in the sense
that you buy a Call and a Put but at different strike prices rather than
one single strike price as in the case of a Straddle. For example, you
could buy a Satyam Put Strike 220 and a Satyam Call Strike 260 at prices
of Rs 5 and Rs 6 respectively. This would cost you Rs 11 and you would
have a Volatile view on the scrip.
The lower cost would however imply a wider break even
and you would make profit only if the Scrip moves up or down by a wider
margin.
The profit potential is provided in this table:
|
Satyam Closing Price
|
Profit on Call
|
Profit on Put
|
Initial Cost
|
Net Profit
|
|
200
|
0
|
20
|
11
|
9
|
|
210
|
0
|
10
|
11
|
-1
|
|
220
|
0
|
0
|
11
|
-11
|
|
230
|
0
|
0
|
11
|
-11
|
|
240
|
0
|
0
|
11
|
-11
|
|
250
|
0
|
0
|
11
|
-11
|
|
260
|
0
|
0
|
11
|
-11
|
|
270
|
10
|
0
|
11
|
-1
|
|
280
|
20
|
0
|
11
|
9
|
The two break even points here would be worked out as
lower strike minus the two premia and higher strike plus the two premia
respectively. In this case, the break even points are Rs 209 (220 – 11)
and Rs 271 (260 + 11).
We will discuss the finer points of these strategies in
the next Article.
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