BOSS

Covered Call

Description

Holding the underlying while selling a call against it, trading away upside above the strike for immediate premium income.

Setup

  1. Hold (or buy) one unit of the underlying.
  2. Sell one call option, typically out of the money, against that position.

Context

The default income strategy for a long-term holder who is neutral-to-mildly-bullish and willing to have the position called away at the strike.

Risk Profile

Loss is the same shape as owning the underlying outright, reduced by the premium collected; bounded only by the underlying reaching zero. Gain is capped at the strike plus premium collected.

Pros

  • Generates income on an existing holding.
  • Premium cushions a modest decline.
  • Simple to understand and manage.

Cons

  • Caps participation in a strong rally.
  • Still carries the underlying's downside risk, less the premium.
  • May trigger an unwanted sale if the underlying rallies through the strike.

Effect of Time

Time decay works in your favor on the short call, adding to the position's return each day.

Effect of Volatility

Rising implied volatility increases the premium collected up front, but also increases the odds of the call finishing in the money.

Look-Alike Strategies

Live Structure

Live
Index price: $84522.5600
PositionRightRatioStrikeExpiryPremiumFill PriceEst. Fee
Long Underlying 1 $84540.1100 $84540.1100 $0.0000
Short Call 1 $85000.0000 24 Sep 2026 $88.7671 $76.0861 $11.0959
Net Cost$84451.3429
Delta0.7600
Gamma-0.0005
Vega-8.3455
Theta89.9677
Rho-0.2037
Breakeven(s) $84451.3429

Estimated Cost to Assemble

An estimate of what entering this structure right now would really cost: filling every leg by crossing the spread (the ask when buying, the bid when selling) instead of at the mid-price, plus an estimated exchange fee. Real fees and fills can differ from this estimate.

Mid-Price Cost$84451.3429
Slippage+$12.6810
Execution Cost$84464.0239
Estimated Fees+$11.0959
Total Estimated Cost$84475.1198

Payoff & Greeks vs. Underlying Price

The Greeks curves are a Black-Scholes model using each leg's current implied volatility, holding time to expiry fixed -- not live exchange data at every price, which only exists at the current price (dashed line).

Payoff at Expiration

This structure's value and profit/loss at expiration, at a handful of specific prices: every leg's strike, every breakeven, the current spot, and the chart's own range.

Underlying PriceValue at ExpirationProfit / LossReturn on Cost
$68100.0000 $68100.0000 -$16351.3429 -19.4%
$84451.3429 current breakeven $84451.3429 $0.0000 +0.0%
$85000.0000 $85000.0000 $548.6571 +0.6%
$101900.0000 $85000.0000 $548.6571 +0.6%

Delta (model)

Gamma (model)

Vega (model)

Theta (model)

Rho (model)