Title: Straddles and Strangles
1 2- Steve Meizinger
- ISE Education
- ISEoptions.com
3Required Reading
- For the sake of simplicity, the examples that
follow do not take into consideration commissions
and other transaction fees, tax considerations,
or margin requirements, which are factors that
may significantly affect the economic
consequences of a given strategy. An investor
should review transaction costs, margin
requirements and tax considerations with a broker
and tax advisor before entering into any options
strategy. - Options involve risk and are not suitable for
everyone. Prior to buying or selling an option,
a person must receive a copy of CHARACTERISTICS
AND RISKS OF STANDARDIZED OPTIONS. Copies have
been provided for you today and may be obtained
from your broker, one of the exchanges or The
Options Clearing Corporation. A prospectus,
which discusses the role of The Options Clearing
Corporation, is also available, without charge,
upon request at 1-888-OPTIONS or
www.888options.com. - Any strategies discussed, including
examples using actual securities price data, are
strictly for illustrative and educational
purposes and are not to be construed as an
endorsement or recommendation to buy or sell
securities.
4Options have value for two reasons
- Cost of money- Interest rates less dividends
- Volatility- How much the asset varies during the
length of the options contract
5Black-Scholes option model
- Parameters of Black-Scholes model are
- Stock price
- Strike price
- Time remaining until expiration
- Risk-free interest rates and dividends
- Volatility as measured by standard deviation
6Volatility defined
- Volatility is the amount of movement an
underlying can exhibit, either up or down - The official mathematical value of volatility is
defined as the annualized deviation of stocks
daily price changes
7Types of Volatility
- Historical Volatility- Measure of actual
underlying price changes over a specific period
of time - Implied Volatility- measure of how much the
market expects the underlying asset to move, for
an option price. This is backward engineered
from the Black-Scholes model, solving for
volatility instead of theoretical option price
8Volatility levels
- Volatility generally increases during periods of
falling stock prices - Volatility generally decreases during periods of
rising stock prices - There are exceptions though, if a stock rises
quickly, volatility may actually rise
9Options require a forecast
- What if you were to be uncertain on direction but
were predicting a large move up or down in an
underlying asset? - A couple of strategies might benefit from
dramatic movements in the market
10Straddle
- Example- One forecast XYZ could be much higher
or much lower in the future??
11Example
- Stock is 22.19
- Buy the 47 day 22.5 call for 1.70 and buy 47 day
22.5 put for 1.80, total debit 3.5 - Implied volatility is 57, this is the backward
engineered from the trading price that is derived
from the option exchanges
12Risk/Reward graph
13Sell straddle to close position prior to expiry
- Profitability depends on how far the stock moves
and implied volatility
14Straddle position at expiration
15Breakeven at expiration
- Straddle buyer purchases two rights, right to buy
stock at 22.5 and the right to sell stock at
22.5 - Upside breakeven point 22.5 3.5 26.0
- Downside breakeven point 22.5 - 3.5 19
16Straddle cost is 3.50
17Risk and Reward is balanced
- If an investor is predicting a dramatic move up
or down this strategy may be suitable - Risk and reward are inextricably linked
18Strangle
- Another alternative strategy Buy 47 day 25
strike call for .75 and buy 47 day 17.5 strike
put for .50 - Investor has the right to sell stock at 17.5 and
the right to buy stock at 25 until expiration - Strangle volatility purchased was an implied
volatility of 58
19Risk/reward graphs
20Sell prior to expiry
- Profitability depends how far stock moves and the
implied volatility at the time of sale of the
strangle
21Risk/reward at expiry
22Strangle breakeven at expiration
- Downside breakeven is 17.5-1.25 16.25
- Upside breakeven is 25 1.25 26.25
23Volatility is the key to option pricing
- One concern Implied volatility, the market
forecast for future volatility is much higher
than the historical volatility - Economics may be too difficult? What if the
volatility reverts back to 40
24Why does the situation occur?
- Market may be expecting news that will
dramatically impact the underlying price of the
stock, either positively or negatively - Examples of this may include FDA rulings, product
litigation cases and earnings announcements
25Example
- Stock is 22.19
- Buy the 47 day 25 call for .75 and buy 47 day
17.5 put for .50, total debit is 1.25
26Risk/reward prior to expiry
27Sell strangle to close prior to expiry
- Profitability depends on how far the underlying
moves and the implied volatility when you exit
the option - The implied volatility purchased was
approximately 58
28Strangle position at expiration
29Breakeven at expiration
- Strangle buyer purchases two rights, right to buy
stock at 25 and the right to sell stock at 17.5 - Upside breakeven point is 25 1.25 26.25
- Downside breakeven point is 17.5 - 1.25 16.25
30Strangle cost is 1.25
311 Week later follow-up
- Stock increases due to a positive earnings
announcement 7 (23.70), volatility drops 28 (43
implied volatility)
32Case study
33Comparing Straddles and Strangles
- Straddles- higher cost, lower leverage, and the
breakeven points are closer together - Strangles- Lower cost, higher leverage, and the
breakevens are further apart
34Risk and Reward is balanced
- If an investor is predicting a dramatic move up
or down this strategy may be suitable - The maximum loss for either straddle or strangle
purchase is the debit paid - Risk and reward must always be balanced
- Selecting either a straddle or strangle to
benefit from price movement will be determined by
weighing the cost of each strategy and the
breakeven points
35Summary
- Investor must be predicting a large move in an
underlying to enter into a long straddle or
strangle - Volatility can be a major factor for
profitability of strangles and straddles, caution
must be used as future volatility is difficult to
forecast