Options Strategy Guide

Bull Call Spread

Bet on a stock going up — with a safety net on the cost.

Beginner Bullish Defined risk, defined reward — lower cost than buying a call outright

The Simple Version

Plain English — no jargon
You think a stock is going up, but buying a call option is expensive. So you buy a call at $100 strike AND sell a call at $110 strike. The second one you sell pays for part of the first one. You cap your profit at $110, but you also cap your cost. Cheaper entry, defined max loss, defined max gain.

How It Works — Step by Step

  1. 1 Buy a call option at a lower strike (your bullish bet)
  2. 2 Sell a call option at a higher strike (reduces your cost)
  3. 3 Net debit paid = your maximum loss
  4. 4 Maximum profit = difference between strikes minus net debit
  5. 5 Profit if stock rises above the upper breakeven at expiration

Real Example

AAPL Illustrative example — not a recommendation
Stock Price
$180.0
Strike Price
$185.0
Premium Collected
$3.5/share
Days to Expiration
30d
Max Profit
$650
Breakeven
$183.5
Annualized Return
185.7%

When to Use It — and When Not To

✓ Use when
  • You are bullish but want to reduce premium cost vs. a naked long call
  • You have a specific price target in mind for the stock
  • IV is high — selling the upper call offsets the expensive lower call
✗ Avoid when
  • You expect a massive move — the spread caps your profit
  • IV is low — little benefit to selling the upper call
  • You are very short-term — spread needs time to develop

Greeks & Mechanics (for the experienced trader)

Delta
Positive — profits from upward stock movement.
Theta
Slightly negative — time decay hurts the long call more than it helps the short call.
Vega
Slightly positive — benefits mildly from rising IV.
Gamma
Positive but reduced — the short call offsets some gamma of the long call.

Key Risks

  • ⚠️ Max loss is the net debit paid — entire premium can be lost if stock falls
  • ⚠️ Profit is capped at the upper strike — you miss any move beyond it
  • ⚠️ Both legs must be managed at expiration to avoid assignment risk

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