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Covered calls, explained plainly.

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Glossary

Every covered-call term in plain English, with a worked example for each. 55 terms, including all the Greeks and the advanced concepts.

A

American-Style Option

Core Concepts

An option that can be exercised at any time before expiration, not only at expiration itself. Standard equity options in the United States, including the calls a covered call writer sells, are American-style. In practice early exercise is uncommon, because exercising throws away the option's remaining time value. The main exception is a call that is deep in the money just before an ex-dividend date, where the holder may exercise early to capture the dividend.

Example

You sell a call three weeks out. Because it is American-style, the buyer could exercise on any day, but they almost never would unless it is deep in the money and a dividend is about to be paid.

Annualized Yield

Core Concepts

Premium expressed as a percentage of the stock price, then scaled up as if you could repeat the trade for a full year. It makes different expirations look comparable, but treat it with care: it assumes you can redeploy the same capital into an equally good trade every period, which rarely holds. The honest number for a single trade is its holding-period return, what you actually made over the days you were in it.

Example

A $1.50 premium on a $150 stock held 21 days is a 1.0% holding-period return. Scaled to a year it reads as roughly 17.4%, but earning that would mean lining up an equally good trade every three weeks, all year.

Assignment

Core Concepts

When the option buyer exercises their right and your shares are called away at the strike price. For covered call sellers, assignment means selling your shares at the strike, capping upside but keeping the premium collected.

Example

You sold the AAPL $200 call. AAPL closes at $205 at expiration. Your 100 shares are called away at $200. You keep the premium but miss $5/share of upside.

At the Money (ATM)

Options Basics

When the strike price equals (or is very close to) the current stock price. ATM options have the highest time value and the most sensitivity to stock movement. Covered call sellers typically avoid ATM strikes, too much assignment risk for the premium.

Example

Stock at $150, $150 call = ATM. Delta is approximately 0.50, effectively a coin flip on assignment.

B

Bid-Ask Spread

Market Mechanics

The difference between the highest price a buyer will pay (bid) and the lowest a seller will accept (ask). Wide spreads mean poor liquidity: you lose money on both entry and exit. On covered calls, a wide spread can quietly eat a large share of the premium you collect.

Example

Bid $2.00, Ask $2.50 = $0.50 spread. On a $2.00 option that's a 25% round-trip cost. A liquid option might show $2.00 / $2.05, only $0.05 spread.

Black-Scholes Model

Advanced Concepts

The foundational mathematical model for pricing European options. Uses 5 inputs: stock price, strike price, time to expiration, risk-free interest rate, and implied volatility. The model calculates a theoretical "fair value" for an option.

Example

AAPL at $190, $200 strike, 30 DTE, 28% IV, 5% risk-free rate → Black-Scholes fair value = $1.85.

Break-Even Price

Core Concepts

The stock price at which your covered call position results in zero profit or loss at expiration. Calculated as: cost basis minus premium collected. Below this price, you're losing money on the position overall.

Example

You own AAPL at $190, sell the $200 call for $1.50. Break-even = $190 - $1.50 = $188.50. AAPL must stay above $188.50 for you to be profitable.

Buy to Close (BTC)

Trade Mechanics

Closing an existing short option position by buying it back before expiration. You sold to open (STO), buying to close ends the obligation. Common when you want to lock in profits early or avoid assignment risk.

Example

You sold the $200 call for $1.50. Stock stays flat. After 2 weeks the call is worth $0.40. You buy to close for $0.40, keeping $1.10 profit ($1.50 - $0.40).

C

Call Option

Options Basics

A contract giving the buyer the right (not obligation) to purchase 100 shares of a stock at the strike price before expiration. Covered call sellers are on the other side, they've sold this right and collected the premium.

Example

1 AAPL $200 call = right to buy 100 AAPL shares at $200 anytime before expiration. The seller of this call collected the premium and is obligated to deliver shares if exercised.

Cash-Secured Put (CSP)

Strategies

Selling a put option while holding enough cash to buy 100 shares at the strike price if assigned. The first leg of the wheel strategy. You collect premium upfront and either keep the cash (if put expires worthless) or buy shares at a discount (if assigned).

Example

AAPL at $190. You sell the $180 put for $2.00. You need $18,000 cash set aside. If AAPL stays above $180, you keep $200. If AAPL drops below $180, you buy 100 shares at $180, effectively $178 after premium.

Charm (Delta Decay)

The Greeks

The rate at which delta changes over time, specifically, how much delta moves per day as expiration approaches. Also called "delta decay." As expiration nears, OTM options approach delta 0 faster. Charm accelerates in the final 2 weeks.

Example

A 30 DTE call with delta 0.25 might have charm of -0.005 per day. By 10 DTE the same strike might show charm of -0.015 per day, delta is collapsing faster.

Covered Call

Core Concepts

Selling someone the right to buy your shares at a fixed price (strike) before a set date (expiration). You collect premium upfront. If the stock stays below the strike, the option expires worthless and you keep both the premium and your shares.

Example

You own 100 AAPL shares at $190. You sell the $200 call expiring in 30 days for $1.50 ($150 total). If AAPL stays below $200, you keep $150 and your shares.

D

Delta (Δ)

The Greeks

Measures how much an option's price moves for every $1 move in the stock. Also approximates the probability the option finishes in the money. Call deltas range from 0 to 1. OTM covered call sellers want low delta, lower probability of assignment.

Example

A call with delta 0.25 gains $0.25 in value for every $1 the stock rises. It also has roughly a 25% chance of finishing in the money.

DTE (Days to Expiration)

Core Concepts

How many calendar days remain until the option expires. It drives theta: the closer to expiration, the faster premium decays. Many covered-call writers favor the 25 to 45 DTE range, where time decay is quick relative to the days remaining.

Example

An option expiring April 18 scanned on March 27 = 22 DTE. The same option scanned March 1 = 48 DTE.

E

Early Assignment

Risk Management

When an American-style option is exercised before expiration. Rare for covered calls, buyers rarely exercise early unless the option is deep ITM and the stock is about to go ex-dividend. Worth monitoring when your call is deep ITM near an ex-dividend date.

Example

You sold a $195 AAPL call. AAPL runs to $210 and the ex-dividend date is tomorrow. The buyer may exercise early to capture the dividend, your shares get called away a week before expiration.

Event Risk

Core Concepts

The risk that an earnings announcement or dividend ex-date causes an unexpected price move inside your trade window. Earnings landing inside the holding period is one of the most common covered-call traps: a single report can blow a stock past your strike.

Example

A stock reports earnings in 15 days. A 30 DTE covered call gets an Event Risk penalty because earnings fall within the trade window, a large move could blow past your strike.

Ex-Dividend Date

Risk Management

The date you must own shares to receive the next dividend payment. If you own covered call positions, the stock price typically drops by the dividend amount on ex-dividend date. Also triggers early assignment risk, covered call buyers may exercise to capture the dividend.

Example

AAPL pays a $0.25 dividend. Ex-dividend is March 15. AAPL drops ~$0.25 on that date. If you hold short calls near ATM, monitor for early exercise.

Extrinsic Value (Time Value)

Options Basics

The portion of an option's premium that exceeds its intrinsic value. Entirely the product of time remaining and implied volatility. What covered call sellers are collecting, extrinsic value decays to zero at expiration. You want to sell options with maximum extrinsic value.

Example

AAPL at $190, $200 call trading at $1.50. The option is OTM so intrinsic value = $0. The entire $1.50 is extrinsic value, pure time premium that will decay to zero.

Expiration Date

Core Concepts

The date the option contract expires worthless (or gets assigned). Standard equity options expire on the third Friday of each month. Weekly options expire every Friday. After expiration, the option has zero value, your obligation ends.

Example

April 18, 2025 expiration = third Friday of April. AAPL below your strike on April 18 = option expires worthless, full premium kept.

G

Gamma (Γ)

The Greeks

The rate of change of delta per $1 move in the stock. High gamma means delta is unstable, a small stock move dramatically changes your assignment probability. Gamma is highest ATM and spikes sharply near expiration. Covered call sellers prefer low gamma, stable, predictable delta.

Example

A call has delta 0.25 and gamma 0.03. If the stock rises $1, delta increases to 0.28. If gamma is 0.10 (high), delta jumps to 0.35 after a $1 move, much more assignment risk.

I

Implied Volatility (IV)

Volatility

The market's expectation of future price movement, expressed as an annualized percentage. Derived backwards from the option's market price using the Black-Scholes model. High IV means expensive options, more premium for sellers. Low IV means cheap options, less premium for sellers.

Example

NVDA at 65% IV means the market implies NVDA will move roughly 65% over the next year (annualized). On a 30-day basis: 65% / √12 ≈ 18.8% expected monthly move.

IV Crush

Volatility

The sharp drop in implied volatility after a major event (usually earnings). Options are priced for the uncertainty before the event, once the event passes, uncertainty disappears and IV collapses. Covered call sellers who hold through earnings often see IV crush reduce their option value rapidly.

Example

AAPL IV at 55% before earnings. Earnings released, no big surprise. IV drops to 28% overnight. Your short call loses 40% of its value in one day from IV crush alone, even if the stock barely moved.

In the Money (ITM)

Options Basics

A call option is ITM when the strike price is below the current stock price. ITM options have intrinsic value and high assignment probability. Covered call sellers generally avoid ITM strikes, the premium doesn't compensate for the high assignment risk.

Example

Stock at $200, $190 call = $10 ITM. The option has $10 of intrinsic value plus any remaining time value. Delta will be 0.70+, very high assignment probability.

Intrinsic Value

Options Basics

The immediate exercise value of an option, the amount it's in the money. OTM options have zero intrinsic value. ITM options have intrinsic value equal to the stock price minus the strike (for calls). At expiration, intrinsic value is all that remains.

Example

Stock at $205, $200 call = $5 intrinsic value. $190 call = $15 intrinsic value. $210 call = $0 intrinsic value (OTM).

IV Rank (52-week)

Volatility

Implied volatility normalized against a stock's own 52-week high/low IV range. Tells you if IV is high or low relative to THIS stock's own history. Far more useful than raw IV for covered call decisions. IV Rank 80 = IV near its 52-week high.

Example

NVDA 52-week IV range: 30% to 70%. Current IV: 60%. IV Rank = (60-30)/(70-30) = 75th percentile. Good time to sell premium.

IV Percentile

Volatility

The percentage of trading days in the past year where IV was lower than today's level. Different from IV Rank, percentile looks at the distribution of daily IV readings, not just the high/low range. Both measure relative expensiveness of options.

Example

AAPL IV Percentile 70 means IV was lower than today on 70% of days in the past year. IV was higher than today on only 30% of days. Reasonably good premium environment.

L

Liquidity

Core Concepts

How easily you can enter and exit an option position at a fair price. Measured by bid-ask spread width, daily volume, and open interest. Poor liquidity means wide spreads, bad fills, and difficulty closing, all of which quietly erode returns on covered calls.

Example

Bid $2.00 / Ask $2.50 spread = $0.50 (25% of premium) round-trip friction. A liquid contract: Bid $2.00 / Ask $2.05 = $0.05 (2.5% friction). Dramatic difference in actual returns.

M

Mid Price

Market Mechanics

The midpoint between the bid and ask price. Used as the estimated fair value for an option when no recent trade has occurred. Most brokers allow limit orders between the bid and ask, targeting the mid is a standard entry strategy.

Example

Bid $2.00, Ask $2.50. Mid = $2.25. Placing a limit sell order at $2.25 rather than hitting the bid at $2.00 adds $25 per contract in collected premium.

O

Open Interest (OI)

Market Mechanics

The total number of outstanding option contracts that haven't been settled or closed. Higher OI = more liquid market, tighter spreads, easier fills. OI increases when new contracts are created and decreases when existing contracts are closed or expire.

Example

AAPL $200 Apr 18 call has OI of 15,000. That means 15,000 contracts are currently open. For comparison, a thinly traded name might have OI of 50 on a given strike.

Out of the Money (OTM)

Options Basics

A call option is OTM when the strike price is above the current stock price. OTM options have zero intrinsic value, they're pure time premium. The standard for covered call selling, you want the stock to stay below your strike so the option expires worthless.

Example

Stock at $190, $200 call = 5.3% OTM. The stock needs to rise 5.3% before assignment risk becomes real. Your entire $1.50 premium is extrinsic (time) value.

OTM Buffer (Downside Protection)

Core Concepts

The percentage distance between the current stock price and the strike. A larger buffer gives the stock more room to move against you before assignment becomes a real risk. Paired with the premium collected, it tells you how much cushion you actually have below your cost basis.

Example

Stock at $100, $107 strike = 7% OTM buffer. Collect 1.5% premium → net downside cushion below cost basis is 1.5% (break-even at $98.50).

P

Pin Risk

Risk Management

The uncertainty that occurs when a stock closes exactly at your strike price on expiration day. You don't know if you'll be assigned until after hours. If you're not assigned but the stock gaps up over the weekend, you lost out on premium without getting called away at a favorable price.

Example

Stock closes at $200.01 on expiration Friday, right at your $200 strike. The option buyer might or might not exercise. You're not sure if you own shares going into the weekend.

Premium

Core Concepts

The cash the option buyer pays you for the right to buy your shares at the strike. It is credited to your account the moment the trade fills, and it is yours to keep no matter what the stock does afterward. Premium is compensation for giving up the gains above your strike for the life of the contract.

Example

Selling one call at $2.00 credits $200, since one contract covers 100 shares.

Premium Yield (Raw)

Core Concepts

The option premium expressed as a percentage of the stock price, NOT annualized. The raw return for the specific DTE period. Useful for comparison between strikes on the same expiration, but not across different expirations.

Example

AAPL at $190, $200 call premium $1.50. Raw yield = $1.50 / $190 = 0.79% for the period. Annualized: 0.79% × (365/30) = 9.6%.

Probability of Profit (POP)

Core Concepts

The estimated likelihood the option expires worthless and you keep the full premium. It is derived from delta: POP is roughly 1 minus delta. A cornerstone of judging any covered call, since it captures how often the trade simply works.

Example

Call with delta 0.20 → POP ≈ 80%. You keep the full premium 80% of the time if held to expiration.

Put-Call Parity

Advanced Concepts

A fundamental pricing relationship: a call option and put option with the same strike and expiration must be priced consistently relative to the stock price and risk-free rate. Arbitrage keeps them in line. Used to derive theoretical option prices and understand how puts and calls are related.

Example

Call price − Put price = Stock price − Strike price × e^(-r×T). If this relationship breaks, arbitrageurs will trade it back into line.

Put Option

Options Basics

A contract giving the buyer the right to sell 100 shares at the strike price before expiration. Sellers of puts are obligated to buy shares if assigned, the foundation of the cash-secured put (first leg of the wheel). Put sellers are bullish or neutral.

Example

Selling 1 AAPL $180 put = agreeing to buy 100 AAPL shares at $180 if the stock falls below $180 by expiration. You collect premium upfront for taking on that obligation.

R

Realized Volatility (Historical Volatility)

Volatility

How much a stock has actually moved in the past, measured statistically. Contrast with implied volatility which reflects future expectations. When IV is significantly higher than realized volatility, options are expensive, a favorable environment for sellers.

Example

AAPL's 30-day realized volatility is 20%. IV is 35%. The "volatility premium" is 15 points, sellers are being overcompensated relative to actual moves. This is the edge for covered call sellers.

Rho (ρ)

The Greeks

Measures an option's sensitivity to changes in the risk-free interest rate. The least important Greek for short-term covered call traders. Rho matters more for longer-dated options (LEAPS). Rising rates increase call values slightly, decrease put values slightly.

Example

A call with rho 0.05 increases in value by $0.05 for every 1% rise in interest rates. For a 30-day covered call, rho is essentially negligible.

Rolling

Trade Mechanics

Closing an existing covered call and simultaneously opening a new one, typically at a later expiration (roll out) or higher strike (roll up). The goal is to collect additional premium while avoiding or delaying assignment.

Example

You sold the April $200 call. Stock approaches $198 with 5 DTE. You buy to close the April $200 call for $0.30 (from $1.50) and sell the May $205 call for $1.20, collecting a net $0.90 additional credit.

S

Sell to Open (STO)

Trade Mechanics

The order type used to initiate a short option position, selling a call you don't already own (as a covered call, against your long stock). This creates your obligation. The counterpart to Buy to Close when exiting.

Example

You own 100 AAPL shares. You enter: Sell to Open 1 AAPL Apr 18 $200 Call @ $1.50. Your account is credited $150 immediately.

Slippage

Market Mechanics

The difference between the expected fill price and the actual fill price. Caused by wide bid-ask spreads and illiquid markets. A $0.50 spread means you lose $0.25 relative to mid on both entry and exit, potentially $50/contract in hidden costs.

Example

You expect to sell at the $2.25 mid. Actual fill: $2.05. Slippage = $0.20/share = $20/contract. In illiquid names this can wipe out your premium edge entirely.

Strike Price

Core Concepts

The fixed price at which your shares would be called away if the buyer exercises. The most important decision in covered call selling, it determines your premium, assignment probability, OTM buffer, and upside cap. Higher strikes = lower premium but more upside potential.

Example

AAPL at $190: $195 strike ($2.50 premium, 2.6% OTM), $200 strike ($1.50 premium, 5.3% OTM), $210 strike ($0.50 premium, 10.5% OTM). Each is a different risk/reward tradeoff.

T

The Greeks

The Greeks

A set of risk measures for options positions, each named after a Greek letter. Delta, Gamma, Theta, Vega, and Rho are the primary Greeks. They describe how an option's price changes in response to different market variables. Understanding the Greeks is essential for managing covered call positions.

Example

Delta (stock price sensitivity), Gamma (delta sensitivity), Theta (time decay), Vega (IV sensitivity), Rho (interest rate sensitivity).

Term Structure (Volatility Term Structure)

Advanced Concepts

How implied volatility varies across different expiration dates for the same underlying stock. Normally upward sloping (longer = higher IV). Can invert before major events. Covered call sellers monitor term structure to find the expirations offering the best relative premium.

Example

AAPL: 7 DTE IV = 22%, 30 DTE IV = 28%, 60 DTE IV = 32%, 90 DTE IV = 30% (inverted at 90 due to earnings). The best risk/reward may be 30 DTE, not 90 DTE despite longer duration.

Theta (Θ)

The Greeks

The daily time decay of an option's value, how much the option loses per day with all else equal. Theta is negative for option buyers (they lose time value) and effectively positive for sellers (they earn time decay). Theta accelerates dramatically in the final 30 days before expiration.

Example

A $3.00 option with theta -$0.08 loses $0.08/day in value. After 30 days of flat stock you'd expect roughly $2.40 in time decay. The remaining $0.60 decays in the final week.

Theta Decay Efficiency

Core Concepts

How fast an option's theta decays relative to its total premium. A $5 option shedding $0.50 a day is far more efficient than a $5 option shedding $0.10 a day: same premium, five times the daily income rate. It is a useful lens most retail screeners ignore.

Example

Option A: $5.00 premium, theta minus $0.50 a day, 10% daily decay. Option B: $5.00 premium, theta minus $0.10 a day, 2% daily decay. Option A works time in your favor far harder.

Time Value

Options Basics

Synonymous with extrinsic value, the portion of an option's premium attributable to time remaining. Decays to zero at expiration. For OTM covered call sellers, the entire premium is time value. What you're collecting when you sell covered calls.

Example

AAPL $200 call with 30 DTE: $1.50 premium, stock at $190. All $1.50 is time value (extrinsic). With 7 DTE: same call might be worth $0.30, time value has decayed 80%.

The Wheel Strategy

Strategies

A systematic income strategy built on two option-selling legs: sell cash-secured puts, get assigned, then sell covered calls, and repeat. It generates continuous premium income on positions you are comfortable holding long term.

Example

Step 1: Sell AAPL $185 put, collect $2.00. Step 2: Get assigned, own AAPL at $185. Step 3: Sell AAPL $195 call, collect $1.50. Step 4: Shares called away at $195. Total: $2.00 + $1.50 + $10 gain = $13.50/share.

V

Volatility Skew

Advanced Concepts

The pattern where options at different strikes have different implied volatilities. For equities, puts typically have higher IV than calls (downside protection demand). Skew affects covered call premium, strikes with elevated skew offer more premium than Black-Scholes would theoretically suggest.

Example

AAPL: $180 put IV = 35%, $190 ATM = 28%, $200 call = 24%. The put side has higher IV (skew). Covered call premium is lower because call skew is compressed.

Vanna

Advanced Greeks

The rate of change of delta with respect to implied volatility (also: rate of change of vega with respect to stock price). Advanced Greek used by institutional traders. When IV rises, delta of OTM options increases, your assignment probability changes with vol moves, not just price moves.

Example

A call has vanna 0.05. If IV rises 1 point, delta increases by 0.05, assignment probability rises even without the stock moving. Relevant for managing positions during volatility spikes.

Vega (ν)

The Greeks

Measures an option's sensitivity to changes in implied volatility. Vega is positive for option buyers (they benefit from rising IV) and negative for sellers (rising IV hurts short option positions). Covered call sellers are short vega, a spike in IV increases the value of your short call.

Example

A call with vega $0.10 increases in value by $0.10 for every 1 percentage point rise in IV. If IV jumps from 30% to 40% (10 points), your short call is worth $1.00 more, a mark-to-market loss on your position.

Volga (Vomma)

Advanced Greeks

The rate of change of vega with respect to implied volatility, the "second derivative" of option price with respect to IV. High volga means vega itself is sensitive to IV moves. Relevant for institutional vol traders; less directly applicable to covered call income strategies.

Example

A position with high volga benefits from large IV moves in either direction. OTM options typically have higher volga than ATM options.

Volatility Premium (VP)

Volatility

The persistent tendency for implied volatility to exceed realized volatility over time. This is the structural edge for covered call and short premium strategies, the market consistently overprices future uncertainty, and sellers harvest that overpricing.

Example

Over 20 years, the S&P 500's average IV (VIX) has been ~19% while average realized volatility has been ~15%. The 4-point gap is the volatility premium, the consistent edge that flows from option buyers to option sellers.

Volume

Market Mechanics

The number of option contracts traded on a given day. High volume signals active interest and usually means tighter spreads and easier fills. Don't confuse with open interest, volume resets to zero each day, OI accumulates over time.

Example

AAPL $200 Apr call: volume = 12,000 today, OI = 45,000. Volume shows today's activity. OI shows total outstanding contracts. Both should be high for good liquidity.

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