OptionsDesk · Free Tool

Iron Condor Calculator

Four strikes, one credit. See the maximum profit and loss, both breakevens, and whether the profit zone is wider than the move the options market expects.

Put side

Call side

For the expected move and probability

Maximum loss —
Maximum profit (credit kept)—
Breakevens at expiry—
Return on risk—
Expected move (1 s.d.)—
Model chance of ending between breakevens—
Break-even win rate—

Educational tool only. Figures are at expiry unless stated, ignore early assignment, dividends, taxes and bid/ask spreads, and use the premiums you enter. Nothing here is financial or investment advice. The probability uses a lognormal model at the volatility you enter; it is an estimate, not a forecast.

How an iron condor works

An iron condor is a bull put spread and a bear call spread on the same shares and expiry. You collect two credits and profit if the shares stay between the short strikes. Only one side can lose at expiry, so the broker holds margin for the wider side only.

max profit = total credit × 100
max loss = (wider wing − credit) × 100
breakevens = short put − credit and short call + credit

A worked example

With the figures loaded above, the shares are at $100. You sell the 95/90 put spread and the 105/110 call spread for a total credit of $1.50.

  • Maximum profit is $150, if the shares finish between $95 and $105.
  • Maximum loss is ($5 − $1.50) × 100 = $350, beyond either long strike.
  • Breakevens are $95 − $1.50 = $93.50 and $105 + $1.50 = $106.50.
  • Return on risk is $150 ÷ $350 = 42.9%, and the break-even win rate is $350 ÷ $500 = 70%.

Wing width against the expected move

The one-standard-deviation expected move is share price × implied volatility × √(days ÷ 365). At 25% volatility and 30 days that is $100 × 0.25 × 0.287 = ±$7.17. The profit zone here runs only ±$6.50 either side of the price, so both breakevens sit inside the range the market expects.

Under a lognormal model at the same volatility, the chance of finishing between the breakevens is about 64%, below the 70% this condor needs to break even if every trade were all-or-nothing. That gap is the credit being thin for the risk, not bad luck. Real trades are rarely all-or-nothing, because positions are usually closed or adjusted early, but the comparison is a fast sanity check.

Around earnings the expected move widens sharply, and so do the premiums. The expected move calculator reads it from the straddle price, which is usually a better guide than a volatility you type in.

Where condors go wrong

  • One bad move costs several winners. At $150 to make and $350 to lose, one full loss takes two and a third winners to recover.
  • Gaps skip the management. An earnings gap can open beyond a long strike before you can react.
  • Assignment. A short leg in the money near expiry can be assigned, leaving you with shares over a weekend.
  • The model is a model. Real returns have fatter tails than a lognormal curve, so large moves happen more often than the probability suggests.

Size from the maximum loss, not the margin: see how many option contracts to trade.

Manage the condor, not just the entry.

OptionsDesk models iron condors on live chains, shows the payoff at every date before expiry, and tracks the Greeks as the shares move toward a short strike.

Frequently asked questions

How do you calculate the max loss on an iron condor?

Take the wider of the two wings, subtract the total credit and multiply by 100. With $5 wings and a $1.50 credit, the maximum loss is $350 per contract.

What are the breakevens on an iron condor?

The short put strike minus the total credit, and the short call strike plus the total credit. Shorts at 95 and 105 with a $1.50 credit break even at $93.50 and $106.50.

How wide should iron condor wings be?

Compare the breakevens with the expected move. If the profit zone sits well inside the one-standard-deviation move, the market expects the shares to leave it more often than not.

What is a good credit for an iron condor?

One common target is a credit around a third of the wing width. The right figure depends on how far the short strikes are from the price: further strikes pay less and need a higher win rate.

Is the probability of profit accurate?

It is a model estimate from the volatility you enter, assuming lognormal prices. Real markets have fatter tails, and the figure ignores closing early, so treat it as a rough guide.