A call option example, worked dollar by dollar

Here is a complete call option example: buy one $200-strike call for a $5.00 premium ($500 per contract), and your breakeven at expiration is $205. Stock at $215 = +$1,000; at $202 = −$300; at $190 = −$500, a total loss. This guide walks every number. Education only — not financial advice.

The setup: one contract, five numbers

Everything below is a hypothetical teaching example on a made-up stock — call it AAPL-style ticker XYZ — not a trade recommendation. XYZ trades at $198. You believe it moves higher over the next month, so you buy one call:

Piece	Value	What it means
Underlying	XYZ at $198	The stock the contract rides on
Strike	$200	Your locked-in buy price
Expiration	30 days out	The deadline; after it, the contract stops existing
Premium	$5.00 per share	Quoted per share, but one contract covers 100 shares
Real cost	$5.00 × 100 = $500	Your total outlay and your maximum possible loss

Two derived numbers decide the whole trade. First, the breakeven at expiration:

Breakeven = strike + premium = $200 + $5.00 = $205

XYZ has to climb from $198 to $205 — about +3.5% — in 30 days just for you to get your $500 back at expiration. Second, the intrinsic-value rule that prices the contract at the deadline: a call is worth max(0, stock price − strike), per share, times 100. That single formula generates all three endings below. (Full definition at intrinsic value; the contract basics live at what is a call option.)

Three endings, exact P/L on each

XYZ at expiration	Stock move	Call is worth	Your P/L on $500
$215	+8.6%	max(0, 215 − 200) = $15 → $1,500	+$1,000 (+200%)
$202	+2.0%	max(0, 202 − 200) = $2 → $200	−$300 (−60%)
$190	−4.0%	max(0, 190 − 200) → $0	−$500 (−100%)

Ending 1 — $215. The call finishes $15 in the money, worth $1,500. You paid $500, so you keep $1,000 — a +200% return on an +8.6% stock move. For comparison, $19,800 of XYZ shares would have gained $1,700, or +8.6%. That asymmetry is the leverage everyone buys calls for.

Ending 2 — $202. This is the ending that ambushes beginners. The stock went up — you were directionally right — and you still lost $300, because $202 is above the strike but below the $205 breakeven. The $2 of intrinsic value only refunds $200 of your $500 premium. Between strike and breakeven is a dead zone: right on direction, wrong on magnitude, negative on P/L.

Ending 3 — $190. Below the strike, the right to buy at $200 is worth nothing. The call expires worthless and the full $500 is gone — a 100% loss on a 4% dip in the stock. A shareholder would be down $800 on the same $19,800 position (−4%) and could keep waiting; the option buyer's deadline landed first. Losing the entire premium is a normal, common outcome of buying options, not a fluke — see the sourced figures on how retail options buyers actually fare at retail options profitability statistics.

What the Greeks were doing the whole time

Delta (~0.45 at entry). Slightly out of the money, this call gains roughly $45 per contract for each $1 XYZ rises. Delta isn't fixed: as the stock climbs through $200, gamma pushes delta higher, so later dollars of the move pay more than earlier ones.
Theta. At entry the entire $5.00 premium is time value (intrinsic = max(0, 198 − 200) = $0). Decay might start around $8–$10 per contract per day and accelerate sharply in the final week — those are illustrative magnitudes, not quotes. A flat stock is a losing trade here purely from decay. Mechanics at theta decay.
Vega. If implied volatility deflates after you buy — say following an earnings report — the premium can drop hundreds of dollars per contract even on a green day. Direction is only one of three clocks running against a call buyer: price, time, and volatility.

The close-early alternative

You are not required to hold to expiration, and most option buyers don't. Rewind ending 1: on day 20, XYZ has already reached $210 with 10 days left. The call holds $10.00 of intrinsic value plus perhaps $1.50 of remaining time value — roughly $11.50, or $1,150 per contract (illustrative pricing). Selling there books +$650 (+130%) and hands all remaining risk to someone else. Holding on chases the extra upside of ending 1 but re-exposes you to endings 2 and 3: if XYZ slides back to $202 by expiration, the trade you could have closed at +$650 finishes at −$300 — a $950 swing. Neither choice is 'correct' in advance; that's why exit rules exist before entry. Our thinking on that decision is at when to take profit on options, and you can stress-test any strike/premium combination yourself with the free options profit calculator.

Read the three endings honestly. One of the three made money, and it required an 8.6% move in 30 days. Options can and routinely do lose 100% of the premium, and most retail traders lose money over time. Our own published research makes the same point: a hypothetical backtest of our raw scanner produced a 46.6% win rate and a 0.82 profit factor across 161 simulated trades — it lost money, and we published it anyway at the record. Nothing here is a signal, a recommendation, or advice from a registered adviser.

The recap card

Cost = premium × 100. A "$5.00" call is a $500 commitment and a $500 max loss.
Breakeven = strike + premium = $205. Judge the trade against that line, not the strike.
$215 → +$1,000. $202 → −$300 despite a rising stock. $190 → −$500, total loss.
Delta pays per dollar of movement; theta charges per day of waiting; vega swings with fear.
Closing early (e.g., +$650 at $210 with 10 days left, illustrative) trades away the best ending to dodge the worst two.

Common questions

What is a call option example?

A simple call option example: with a stock at $198, buy one $200-strike call expiring in 30 days for a $5.00 premium — $500 per contract, since each contract covers 100 shares. Breakeven at expiration is $205 (strike + premium). At $215 the call is worth $1,500 (+$1,000); at $202 it's worth $200 (−$300); at or below $200 it expires worthless (−$500).

How is the breakeven on a call option calculated?

Breakeven at expiration = strike price + premium paid. In the example, $200 + $5.00 = $205. Below the strike the call expires worthless; between the strike and breakeven you recover only part of the premium and still lose money; above breakeven each additional dollar in the stock adds $100 per contract.

Can you lose money on a call option if the stock goes up?

Yes. In the worked example the stock rose 2% to $202, yet the trade lost $300, because $202 sits below the $205 breakeven — the $2 of intrinsic value refunds only $200 of the $500 premium. Time decay and falling implied volatility can also drag a call's price down even while the stock rises.

Do you have to hold a call option until expiration?

No. You can usually sell the contract back to the market any time before expiration. In the example, selling at $210 with 10 days left for roughly $11.50 (illustrative) books about +$650 instead of gambling on the final print — but it also gives up the bigger payout if the stock keeps climbing. Most buyers trade the premium rather than exercising.

See the process with your own eyes. The desk posts trigger-based cards to a public, timestamped record — losses included — and published the backtest where its own raw scanner loses. The scoreboard is free to watch. Join the floor →

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Last updated 2026-07-15 · ClaudeQuantAlgo Research Desk · research and education only.

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