At the Money Covered Call Calculator

Analyze the premium income, breakeven, and profit scenarios for at-the-money covered calls with maximum extrinsic value.

MT
Written by Michael Torres, CFA
Senior Financial Analyst
JW
Fact-checked by Dr. James Wilson, PhD
Options Strategy Researcher
Advanced Covered CallsFact-Checked

Input Values

$

Current market price of the underlying stock.

$

Your cost basis per share.

$

The at-the-money strike price (equal to or very near current stock price).

$

Premium for the ATM call option.

Calendar days until the option expires.

Number of option contracts.

Results

Maximum Profit
$700.00
Maximum Return (%)
7.22%
Breakeven Price
$93.00
Downside Protection0.00%
Annualized Return0.00%
Approx. Probability of Profit0.00%
Results update automatically as you change input values.

What Is an At-the-Money Covered Call?

An at-the-money (ATM) covered call involves selling a call option with a strike price equal to or very close to the current stock price. For example, if a stock trades at $100 and you sell a $100 call, this is an ATM covered call. ATM options have the maximum extrinsic (time) value of any strike price, making them the premium income sweet spot for covered call writers who prioritize income over capital appreciation.

ATM covered calls have a roughly 50% probability of being in-the-money at expiration (delta near 0.50). This means you have approximately equal chances of keeping your shares or having them called away. For investors who are truly neutral on the stock direction, ATM calls maximize the income you receive for the risk of losing your shares. The premium also provides moderate downside protection, typically 3-5% depending on volatility and time to expiration.

i
Maximum Extrinsic Value

ATM options have the highest extrinsic (time) value of any strike price. This means ATM covered calls generate the most pure income per contract. Neither ITM calls (which include intrinsic value in the premium) nor OTM calls (which have lower total extrinsic value) match the ATM income potential.

How to Calculate ATM Covered Call Returns

Maximum Profit
Max Profit = (Strike - Purchase Price + Premium) × 100 × Contracts
Where:
Strike = The ATM strike price (near current price)
Purchase Price = Your cost basis per share
Premium = Premium received per share
Breakeven Price
Breakeven = Purchase Price - Premium
Where:
Purchase Price = Your cost basis per share
Premium = Premium received per share
ATM Covered Call Example
Given
Stock Price
$100
Purchase Price
$97
Strike
$100
Premium
$4.00
Days
30
Calculation Steps
  1. 1Premium is entirely extrinsic value ($4.00)
  2. 2Max profit = ($100 - $97 + $4.00) × 100 = $700
  3. 3Max return = $700 / $9,700 = 7.22%
  4. 4Breakeven = $97 - $4.00 = $93.00
  5. 5Downside protection = $4.00 / $100 = 4.0%
  6. 6Annualized return = 7.22% × (365/30) = 87.8%
Result
The ATM call generates $400 in premium income with a maximum profit of $700 (7.22% in 30 days). Breakeven is $93.00, providing 4% protection against stock decline.

ATM Covered Call Profit Scenarios

Profit at Various Stock Prices (ATM $100 Call, $4 Premium, $97 Cost)
Stock at ExpiryStock P&LOption P&LTotal P&LReturn
$110+$300-$600 (bought back)$700 (capped)7.22%
$105+$300-$100 (bought back)$700 (capped)7.22%
$100+$300+$400 (expires)$7007.22%
$97$0+$400 (expires)$4004.12%
$95-$200+$400 (expires)$2002.06%
$93-$400+$400 (expires)$00% (breakeven)
$90-$700+$400 (expires)-$300-3.09%

When to Use ATM Covered Calls

  • You have a neutral outlook and expect the stock to trade sideways
  • You want to maximize premium income from time decay
  • You are comfortable with a 50% chance of having your shares called away
  • Implied volatility is elevated, making ATM premiums particularly attractive
  • You plan to sell the stock soon anyway and want to collect premium while waiting
  • You are building a consistent monthly income strategy and want predictable returns

ATM Covered Call vs. Other Strikes

Deciding Between ATM, ITM, and OTM

1
Compare Pure Income Potential
ATM calls offer the highest extrinsic value, meaning more pure income potential than either ITM or OTM strikes. If income is your top priority and you are neutral on direction, ATM is optimal.
2
Assess Your Directional Bias
If bullish, go OTM to capture upside. If bearish, go ITM for protection. ATM is for when you genuinely have no directional conviction and want to monetize the uncertainty through premium.
3
Consider Tax Implications
ATM calls are generally classified as qualified covered calls for tax purposes, preserving the holding period of the underlying stock. Deep ITM calls may be unqualified. If tax treatment matters, ATM is usually the safe choice.
4
Factor in Volatility
High IV inflates ATM premiums the most in absolute terms. When volatility spikes (VIX > 25), ATM covered calls become exceptionally profitable on an income basis.
5
Evaluate Opportunity Cost
ATM calls cap your upside at the current price (plus premium). In strong bull markets, this opportunity cost can be significant. In sideways or choppy markets, the high premium income more than compensates.
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Income Optimization

For maximum monthly income, sell ATM calls with 30 days to expiration and close them when they have lost 50% of their value (typically around day 15-20). This captures most of the time decay in the first half while freeing you to sell a new call sooner, increasing your annual number of trades.

Frequently Asked Questions

An at-the-money (ATM) covered call is when you sell a call option with a strike price equal to or very near the current stock price while owning the underlying shares. If the stock is at $100, you sell the $100 strike call. ATM options have the highest extrinsic (time) value, making them the best strike for pure premium income. The trade-off is that you cap your upside at the current price level.

Sources & References

  • U.S. Securities and Exchange Commission (SEC) - Investor Education
  • Options Clearing Corporation (OCC) - Options Education
  • Chicago Board Options Exchange (CBOE) - Options Strategies
  • Hull, J.C. "Options, Futures, and Other Derivatives" (11th Edition, 2021)

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