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Textbook
Introduction
1. Strategies
1.1 Fundamentals
1.2 Contracts & the market
1.3 Basic strategies
1.4 Advanced strategies
1.4.1 Collars
1.4.2 Long straddles
1.4.3 Short straddles
1.4.4 Combinations
1.4.5 Introduction to spreads
1.4.6 Naming spreads
1.4.7 Call spreads
1.4.8 Ratio call spreads
1.4.9 Put spreads
1.4.10 Ratio put spreads
1.4.11 Butterfly spreads
1.4.12 Iron condors
1.5 Non-equity options
1.6 Suitability
2. Customer accounts
3. Rules & regulations
Wrapping up
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1.4.11 Butterfly spreads
Achievable Series 9
1. Strategies
1.4. Advanced strategies

Butterfly spreads

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Butterfly spreads are multi-leg option strategies that use four or more contracts. This chapter covers two related strategies:

  • Butterfly spreads
  • Iron butterfly spreads

Butterfly spreads

A typical butterfly spread uses four contracts arranged in three strike prices (three unique legs). For example:

Long 1 ABC Jan 40 call at $13
Short 2 ABC Jan 50 calls at $5
Long 1 ABC Jan 60 call at $1

ABC’s market price = $48

To establish this position, the investor pays a $4 net debit ($400 total). Here’s how the position behaves at expiration under three price outcomes.

If ABC’s market price falls to $40 or below
At $40, the long 40 call is at the money, and the other options are out of the money, so there’s no intrinsic value. If ABC falls below $40, all options are out of the money. In either case, the options expire worthless, and the investor loses the initial $400 debit.

If ABC’s market price rises to $50
At $50, the long 40 call is in the money by $10. The 50 calls are at the money, and the 60 call is out of the money, so those options have no intrinsic value at expiration.

  • Intrinsic value on the long 40 call: $10 × 100 = $1,000
  • Net profit: $1,000 − $400 initial debit = $600

This $600 is the strategy’s maximum gain.

If ABC’s market price rises to $60 or above
At $60:

  • The long 40 call is in the money by $20.
  • Each short 50 call is in the money by $10 (two contracts total).
  • The long 60 call is at the money.

The intrinsic value of the long 40 call ($20) is offset by the combined intrinsic value of the two short 50 calls (2 × $10 = $20). The 60 call has no intrinsic value at $60.

If ABC rises above $60, the position continues to offset: for each additional $1 increase in ABC, the long calls gain $1 of intrinsic value while the two short calls lose a total of $1 of intrinsic value. The investor is left with the initial $400 debit as the net result, which is the strategy’s maximum loss.

*Remember, intrinsic value represents gain for long contracts and loss for short contracts.

The strategy’s sentiment
This structure profits most when ABC finishes near the middle strike ($50). The maximum gain ($600) occurs at $50, and the further ABC moves away from $50, the more the payoff declines. Losses are limited to the initial $400 debit, so this version of a butterfly spread has a neutral (flat) market outlook with limited risk and limited reward.


Let’s look at another butterfly spread with a different market outlook:

Short 1 XYZ Mar 30 put at $1
Long 2 XYZ Mar 35 puts at $3
Short 1 XYZ Mar 40 put at $8

XYZ’s market price = $34

To establish this position, the investor receives a $3 net credit ($300 total). Here’s how it behaves at expiration.

If XYZ’s market price falls to $30 or below
At $30:

  • The short 40 put is in the money by $10.
  • Each long 35 put is in the money by $5 (two contracts total).
  • The short 30 put is at the money.

The intrinsic value of the short 40 put ($10) is offset by the combined intrinsic value of the two long 35 puts (2 × $5 = $10). The 30 put has no intrinsic value at $30.

If XYZ falls below $30, the position continues to offset: for each $1 drop in XYZ, the two long puts gain a total of $1 of intrinsic value while the two short puts lose a total of $1 of intrinsic value. The investor keeps the initial $300 credit, which is the strategy’s maximum gain.

If XYZ’s market price rises to $35
At $35, the short 40 put is in the money by $5. The 35 puts are at the money, and the 30 put is out of the money, so those options have no intrinsic value.

  • Intrinsic value loss on the short 40 put: $5 × 100 = $500
  • Net result: $300 initial credit − $500 loss = $200 loss

This $200 is the strategy’s maximum loss.

If XYZ’s market price rises to $40 or above
At $40, the short 40 put is at the money, and the other puts are out of the money. If XYZ rises above $40, all options are out of the money. In either case, the options expire worthless and the investor keeps the initial $300 credit as the net gain.

The strategy’s sentiment
This version is designed to benefit from a larger move away from the middle strike ($35). The maximum gain occurs if XYZ finishes at or below $30, or at or above $40. The closer XYZ finishes to $35, the more likely the investor experiences a loss. Losses are limited to $200, so this butterfly spread reflects a volatile outlook with limited risk and limited reward.

Sidenote
Easy way to determine sentiment

Butterfly spreads can feel complicated at first, but there’s a quick way to read the market outlook. A butterfly has two “wings” (the outer strikes) and a “body” in the middle (two contracts at the middle strike).

If the middle of the strategy is two or more short contracts (like the ABC example), the position is built for a neutral outcome. Maximum gain occurs when the stock finishes at the middle strike (the short strike).

If the middle of the strategy is two or more long contracts (like the XYZ example), the position is built for volatility. Maximum gain occurs when the stock finishes at or beyond either wing (at or above the high strike, or at or below the low strike).

Iron butterfly spreads

An iron butterfly spread is similar to a straddle, but it adds “wings” to either reduce cost (for a long position) or limit risk (for a short position). There are two types:

  • Long iron butterfly spreads
  • Short iron butterfly spreads

Long iron butterfly spread

A long iron butterfly spread is similar to a long straddle strategy, but it adds two out-of-the-money short options to reduce the cost of entering the position. For example:

Short 1 BCD Jul 60 put at $1
Long 1 BCD Jul 70 put at $4
Long 1 BCD Jul 70 call at $4
Short 1 BCD Jul 80 call at $1

BCD’s market price = $70

A long straddle is a long call and a long put with the same strike price and expiration. If you isolate the two $70 options, you have a long straddle that costs an $800 total debit.

By also selling the 60 put and the 80 call, the investor collects $200 in premium, reducing the net cost of the long iron butterfly to a $600 debit.

Maximum gain
Like a long straddle, this position is built for volatility. The best-case outcome is that BCD finishes at one of the wing strikes ($60 or $80).

  • If BCD falls to $60, the long 70 put is in the money by $10 ($1,000). Net profit: $1,000 − $600 = $400.
  • If BCD rises to $80, the long 70 call is in the money by $10 ($1,000). Net profit: $1,000 − $600 = $400.

So, $400 is the strategy’s maximum gain.

The short “wing” options cap the upside. Below $60, gains on the long 70 put are offset by losses on the short 60 put. Above $80, gains on the long 70 call are offset by losses on the short 80 call. In either case, the profit stays capped at $400.

Breakeven
To break even, the investor needs intrinsic value equal to the $600 net debit. Because the position can profit from a move up or down, there are two breakeven points:

  • Downside breakeven: $70 − $6 = $64
  • Upside breakeven: $70 + $6 = $76

At $64, the long 70 put has $6 of intrinsic value ($600). At $76, the long 70 call has $6 of intrinsic value ($600). Either outcome offsets the $600 debit.

Maximum loss
This position loses when the market stays near the middle strike. If BCD finishes at $70, all options expire with no intrinsic value, and the investor loses the $600 net debit. That $600 is the maximum loss.

Short iron butterfly spread

A short iron butterfly spread is similar to a long straddle strategy, but it adds two out-of-the-money long options to limit risk. For example:

Long 1 MNO Sep 100 put at $2
Short 1 MNO Sep 105 put at $3
Short 1 MNO Sep 105 call at $3
Long 1 MNO Sep 110 call at $1

MNO’s market price = $104

A short straddle is a short call and a short put with the same strike price and expiration. If you isolate the two $105 options, you have a short straddle that brings in a $600 total credit.

Buying the 100 put and the 110 call costs $300 in premium, reducing the net credit of the short iron butterfly to $300.

Maximum gain
Like a short straddle, this position benefits when the market stays near the middle strike. If MNO finishes at $105, all options expire with no intrinsic value, and the investor keeps the $300 net credit. That $300 is the maximum gain.

Breakeven
The investor breaks even when losses equal the $300 net credit. Because losses can occur on either side, there are two breakeven points:

  • Downside breakeven: $105 − $3 = $102
  • Upside breakeven: $105 + $3 = $108

At $102, the short 105 put has $3 of intrinsic value, creating a $300 loss ($3 × 100). At $108, the short 105 call has $3 of intrinsic value, also creating a $300 loss. Either outcome offsets the $300 credit.

Maximum loss
This position loses when volatility pushes the stock to (or beyond) the wing strikes. The worst-case outcomes are at or below $100, or at or above $110.

  • If MNO falls to $100, the short 105 put is in the money by $5 ($500). Net loss: $500 − $300 credit = $200.
  • If MNO rises to $110, the short 105 call is in the money by $5 ($500). Net loss: $500 − $300 credit = $200.

So, $200 is the strategy’s maximum loss.

The long “wing” options cap the downside. Below $100, losses on the short 105 put are offset by gains on the long 100 put. Above $110, losses on the short 105 call are offset by gains on the long 110 call.

Key points

Butterfly spreads

  • Two “central” legs with outer “winged” legs
  • If “central” wings are short = neutral/flat sentiment
  • If “central” wings are long = volatile sentiment
  • Limited gain & loss potential

Long iron butterfly spreads

  • Long straddle with OTM short call and OTM short put
  • OTM short options reduce establishment cost
  • Volatile sentiment
  • Limited gain & loss potential

Short iron butterfly spreads

  • Short straddle with OTM long call and OTM long put
  • OTM long options reduce risk potential
  • Neutral sentiment
  • Limited gain & loss potential

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