What has to happen for a call to make money?
A call gives you the right to buy the underlying at the strike. That sentence takes ten seconds to learn and considerably longer to actually understand, because it hides a requirement most people miss: a call needs the stock to move far enough, in the right direction, and soon enough, all at once.
The payoff, in arithmetic
At expiry, a call is worth exactly what exercising it would save you, and never less than zero:
Call value at expiry = the greater of (spot − strike) or 0
Your profit subtracts what you paid:
Profit = (spot − strike, floored at 0) − premium
Which gives the single most useful number attached to any long call:
Breakeven = strike + premium
A worked contract
Stock trading at $100. You buy one three-month call, strike $105, premium $3.00 (so $300 of cash).
Breakeven = $105 + $3 = $108.
| Stock at expiry | Intrinsic | Profit per share | Per contract |
|---|---|---|---|
| $95 | $0 | −$3 | −$300 |
| $100 | $0 | −$3 | −$300 |
| $105 | $0 | −$3 | −$300 |
| $108 | $3 | $0 | $0 |
| $110 | $5 | +$2 | +$200 |
| $120 | $15 | +$12 | +$1,200 |
| $130 | $25 | +$22 | +$2,200 |
The payoff diagram, described
Put stock price along the bottom and profit up the side. The line is flat at −$3 for every price at or below $105 — a long horizontal floor. At exactly $105 it hinges upward at 45 degrees and climbs one dollar for every dollar the stock gains. It crosses zero at $108 and keeps going. That hockey-stick shape, floor then hinge, is the picture of every long call ever written.
The requirement hiding in the numbers
Look again at the breakeven. A shareholder who paid $100 breaks even if the stock does nothing. The call buyer breaks even only if the stock rises 8% in three months — and the stock ending at $104, a perfectly respectable 4% gain, still returns the call buyer a total loss of $300.
Before computing a breakeven, read both sides of the quote. A buyer pays the ask and later sells at the bid, so the spread is paid twice, and on an option it is large relative to the premium. Compute (ask − bid) ÷ midpoint on the row. A contract quoted 0.50 bid and 0.70 ask has a spread of a third of its own mid price: buying at 0.70 and selling back at 0.50 loses 29% with the stock unchanged. The breakeven that matters to a buyer is strike plus the ask, and the exit is at the bid. Where the ratio is above a tenth, the contract is quoted for professionals.
Being right about direction is not enough. You must be right about direction, magnitude and timing simultaneously, and the premium is the toll for getting all three wrong-proofed into a single ticket.
The uncomfortable population-level fact
This is the right moment to state it plainly, because everything above explains why. Studies of retail options activity across multiple markets consistently find that retail options buyers, as a population, lose money net of costs, with losses concentrated in short-dated, out-of-the-money contracts of exactly the kind that look cheapest. The causes are structural rather than moral: direction, size and timing must all cooperate; bid-ask spreads take a bite on entry and exit; and the premium is set by people who price those odds professionally.
You will also hear that "90% of options expire worthless." That number is a myth. Clearing data has for years shown roughly a third of contracts expiring worthless, under a tenth exercised, and the majority closed out before expiry. The real finding is duller and more damaging than the myth: it is not that most options expire worthless, it is that most retail buyers, in aggregate, do not come out ahead.
In the data
Breakeven is strike plus premium, and a chain offers several different premiums for one contract. Apple's is below, in the EODHD Terminal.
Open AAPL.US — options in the EODHD Terminal
Each row carries a bid, an ask and a last price, and the midpoint of bid and ask is a fourth. The bid and the ask describe the market now. The last price is whatever the contract last traded at, which on a thinly traded strike can be days or weeks old. A breakeven computed from a stale last price is a breakeven for a market that no longer exists.
Try it now
In the chain above, choose an expiry roughly three months out. Pick a call a strike or two above the current price. Note its strike and its premium, taken as the midpoint of Bid and Ask rather than Last, which may be hours old.
Compute the breakeven (strike + premium) and turn it into a percentage: how far must this stock rise, by that date, for you to merely get your money back?
Now look at the same stock's own price history over the last few three-month windows, below. Measure a handful of three-month stretches: how often did it move that far in that time? That frequency — not your opinion of the company — is the honest base rate this contract is priced against.