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Vertical Credit Spread (Bull Put / Bear Call)

Vertical Credit Spread (Bull Put / Bear Call)

The vertical credit spread is the workhorse defined-risk strategy of the systematic premium-selling approach. It sells an out-of-the-money (OTM) option and simultaneously buys a further-OTM option of the same type and expiration, collecting a net credit while capping the maximum loss at the width of the strikes. It is directional-to-neutral, capital-efficient, and — critically — it is the building block from which the iron condor is assembled. This entry treats the bull put spread (short put vertical) and the bear call spread (short call vertical) together, because they are mirror images: identical mechanics, opposite directional bias.

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1. Overview & Purpose

A vertical credit spread is a two-leg, single-expiration position in which you sell an option near the money and buy a cheaper option further from the money to define your risk. The net premium is a credit that lands in your account at entry, and that credit is the most you can make.

The purpose is to express a directional-to-neutral thesis with known, capped risk while still being a net seller of premium. Like all short-premium structures, it profits from the passage of time (theta) and from the short option finishing out-of-the-money, but unlike a naked short option, its downside is fixed at order entry.

The strategy's appeal is its risk/reward symmetry and accessibility: it is permitted in IRAs and in margin accounts, requires far less buying power than a naked short option, and lets a small account participate in premium selling without unbounded tail risk.

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2. Structure & Payoff

Legs (bull put spread, bullish-to-neutral):

1. Sell to open 1 put at the higher strike (near ~30 delta, just OTM).

2. Buy to open 1 put at a lower strike (further OTM, same expiration) to define risk.

Legs (bear call spread, bearish-to-neutral):

1. Sell to open 1 call at the lower strike (near ~30 delta, just OTM).

2. Buy to open 1 call at a higher strike (further OTM, same expiration) to define risk.

The distance between the two strikes is the spread width. Net credit = premium received on the short leg − premium paid on the long leg.

ASCII payoff at expiration — Bull Put Spread (sell 40 put / buy 35 put for a $2.00 credit, width $5):

ASCII payoff at expiration — Bear Call Spread (sell 55 call / buy 60 call for a $1.50 credit, width $5):

Both structures have the same shape: a flat profit plateau capped at the credit, a sloped transition zone of width = the strike width, and a flat loss floor capped at (width − credit). The bull put plateau is to the right (price stays up), the bear call plateau is to the left (price stays down).

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3. When to Use

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4. When NOT to Use

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5. Entry Criteria

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6. Greeks Exposure

For a credit spread, the short leg dominates the net Greeks because it is closer to the money, but the long leg dampens every exposure relative to a naked short.

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7. Volatility Exposure

A vertical credit spread is net short vega: you sold more extrinsic value than you bought, so rising implied volatility inflates the spread's value (a mark-to-market loss) and falling IV deflates it (a gain), holding price constant.

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8. Expected Behavior

P/L drivers. Three forces move a credit spread: direction (delta), time (theta), and volatility (vega). The base case is favorable — as long as the underlying stays on the right side of the short strike, theta bleeds the spread's value toward zero and you keep the credit.

Max profit = net credit received. Realized when the entire spread expires OTM (price at/above the short put, or at/below the short call). "The max profit you can make on a credit spread is the credit collected — you can't make anything more than you sold it for."

Max loss = (width − credit) × 100. Realized when the spread finishes fully in-the-money (both strikes breached). For a $5-wide put spread sold for $2.00: ($5 − $2) × 100 = $300.

Breakevens (one per spread, at expiration):

Probability of profit. POP is "the chance of making at least \$0.01 on a trade," and selling premium raises it: the credit pushes the breakeven away from the current price, so "the stock price can stay the same, go in our favor, or go against us just a bit and we'll still be profitable." A useful approximation for a credit spread is POP ≈ 1 − (credit ÷ width) — collecting one-third of the width implies roughly a 66% POP. There is a structural trade-off: collecting a bigger credit raises max profit and return-on-capital but lowers POP, and vice versa. See 02_probability for the full POP framework.

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9. Capital Requirements / Buying Power

The buying-power reduction for a credit spread equals its maximum loss: (width − credit) × 100. For the $5-wide put spread sold at $2.00, the requirement is $300; for the $5-wide call spread sold at $1.50, it is $350.

This is dramatically more capital-efficient than the equivalent naked short, whose buying power scales with the underlying's notional value and whose risk is theoretically unbounded (short call) or very large (short put). Because the max loss is known and bounded, credit spreads are permitted in IRAs as well as margin accounts. Return-on-capital is computed against this fixed requirement, which makes credit spreads easy to size and compare across underlyings; see 06_portfolio_management.

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10. Adjustment Criteria

Credit spreads are less adjustable than undefined-risk trades — the long wing fixes your risk, but it also limits how much you can roll for a credit or re-center without buying back the spread. Experienced premium sellers are explicit that defined-risk structures have fewer good defensive moves than strangles.

Limitation to state plainly: a credit spread's defenses mostly require adding duration or adding a second spread; you cannot endlessly roll for credits the way you can with undefined trades. Often the cleanest "adjustment" is simply taking the defined loss.

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11. Exit Criteria

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12. Historical Research Findings

Sourcing caveat: several of these industry pages return 404 to automated fetching, so the quantitative claims drawn from them are reported from third-party search summaries, tagged Conf Med, and not verbatim-confirmed. The two `/learn/` strategy pages (short put vertical, short call vertical) were fetched directly and their formulas and examples verified. No URL here is fabricated.

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13. Worked Example

Bull put spread on XYZ at \$45, elevated IV, ~45 DTE.

Outcome scenarios at expiration:

A bear call spread is the exact mirror: with XYZ at \$50, sell the 55 call @ \$3.00 / buy the 60 call @ \$1.50 for a \$1.50 credit on a \$5 width → max profit +\$150 (XYZ ≤ 55), max loss −\$350 (XYZ ≥ 60), breakeven 55 + 1.50 = \$56.50, buying power \$350.

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14. Key Takeaways

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Sources

Sourcing note: the two `/learn/` vertical-spread pages and the systematic-framework POP page were fetched directly and their formulas, examples, and phrasing verified. The show-episode pages are real, indexed source URLs surfaced via domain-restricted search; their quantitative results are reported from third-party search summaries (the episode pages return 404 to automated fetching) and are tagged Conf Med where not verbatim-confirmed. No URL is fabricated.

Related: 05_trade_management · 03_implied_volatility · 02_probability · 06_portfolio_management · 10_iron_condors

_Evidence-labeled per the Project Charter. Education only, not financial advice._