Poor Man's Covered Call
Buy a long-dated, deep in-the-money call (a LEAPS) and sell shorter-term out-of-the-money calls against it, like a covered call with far less capital.
Written by the MarketWrench team. Examples are worked with the same Black-Scholes model used in our calculators (4% rate, no dividends unless stated) and are reviewed for accuracy before publishing. How we create content.
Payoff at expiration
The chart shows profit/loss when the short call expires. The long call is valued with Black-Scholes using the days left and IV you enter, so it is an estimate.
When traders use it
You are moderately bullish long-term and want covered-call style income without paying for 100 shares.
Formulas (per share; ×100 per contract)
| Capital needed | LEAPS cost − short call credit |
| Max loss | Roughly the net debit |
| Max profit (at short expiration) | Approximately (short strike − LEAPS strike) − net debit, plus remaining LEAPS time value |
Key risks
The LEAPS can lose a lot if the stock falls, with no dividend and no share ownership. If the stock jumps past the short strike, gains are capped. Early assignment on the short call leaves you short shares.
How it works
A 0.80+ delta LEAPS moves almost like the stock. Selling a 30-day OTM call against it collects premium each month. The structure is a diagonal spread: different strikes and different expirations.
Worked example HYPOTHETICAL
Hypothetical example only — not real prices or a recommendation. Stock at $100. Buy a 1-year $80 call for $25.87 and sell a 30-day $110 call for $0.66. Net debit $25.21 ($2,521), versus $10,000 for 100 shares. P/L at the short call's expiration uses our model with IV 30% (approximate).
| Stock price at expiration | P/L (1 contract, excl. fees) |
|---|---|
| $80 | −$1,472 |
| $90 | −$789 |
| $100 | +$17 |
| $110 | +$904 |
| $120 | +$841 |
Market outlook: when to use it
Use when: Long-term bullish view with a desire for income and lower capital use.
Avoid when: If you need dividends or voting rights, or in a stock prone to sharp drops.
The Greeks, in plain words
| Delta | Positive, about 0.65–0.75 net at the start. |
| Theta | Usually positive: the short call decays faster. |
| Vega | Positive: the LEAPS is sensitive to IV. |
| Gamma | Mixed. |
Choosing strikes and expiration
LEAPS: 0.75–0.85 delta, 6–24 months out. Short call: 0.20–0.30 delta, 30–45 days. Make sure the short strike is above LEAPS strike + net debit, so an assignment can't lock in a loss. See how to pick a strike and expiration.
Managing the trade
Roll the short call each month. If the stock rallies past it, roll up and out or close the spread. Roll the LEAPS when it has about 3–6 months left.
Common mistakes
- Short strike too low, so assignment locks in a loss.
- Using a LEAPS with too little delta, which behaves less like stock.
- Forgetting that a falling stock hurts the LEAPS more than the small call premium helps.
FAQ
Why is it called 'poor man's'?
Because it imitates a covered call for a fraction of the cost of 100 shares.
Do I get dividends?
No. Only shareholders receive dividends.
Explained simply
You pay about $2,521 for a long-term call that acts like 100 shares, then earn $66 by selling a 30-day call. If the stock rises toward $110, both work for you.
Not financial advice
This page is for educational and informational purposes only. It is not financial, investment, tax, or legal advice, and it is not a recommendation to buy or sell any security or to use any strategy. All examples use hypothetical numbers. Options involve risk and are not suitable for everyone. Do your own research and consider talking to a licensed professional before trading.
Read next
Covered Call vs Cash-Secured Put · How to Pick a Strike and Expiration · All Learn articles
Related strategies
Covered Call · Calendar Spread · Long Call
Watch: further explanation
Video coming soon. Our Poor man's covered call walkthrough is in production. Meanwhile, browse the MarketWrench YouTube channel.
Calculators for this strategy
Options Profit Calculator · Probability of Profit Calculator · Assignment Risk Checker · IV Rank Calculator