Back to the Options Toolkit

Options Structure Lab

Build a defined-risk options structure from the prices you type, and read exactly what you can make, lose and break even at — before you place it.

Unlocked by: Professional Options Trading (POTM) — Options tools

you entercalculated

Options tools — POTM

Included with the POTM course

Enrol through this site and this unlocks when your referral is verified.

Save 30% with code potmrich30pct — enrol at itpm.com through this link.

Read my POTM course review

Already enrolled through this site? Sign in

Worked example — the numbers below are illustrative.

Example

Example data — a worked AAPL bull call spread. Replace with your own structure.

Manual entry — prices are what you type; there is no live options chain here. The payoff at expiry is exact from your numbers. The greeks and what-if grid are Black-Scholes model estimates, educational, not quotes.

1. Choose a structure

Bullish; buy a lower call, sell a higher call. Loss capped at the debit.

2. Enter your prices

TypeSideStrikePremiumContractsDTEIV %

3. Results

Net debit / credit
£668.00 debit
Max loss
£668.00
Max gain
£832.00
Breakeven
321.68
Reward : risk
1.25 : 1
Return on capital
124.55%

Payoff at expiry

At expiry Model value now
0£832-£668157.5spot 322495

Gold line is the exact payoff at expiry from your prices. The dashed green line, when shown, is the structure's model estimate (Black-Scholes) value today — educational, not a quote.

Net greeks (model estimate (Black-Scholes))

Delta
59.33 sh
Gamma
-0.359
Theta
£1.14/day
Vega
-£18.95/1%
Rho
£22.73/1%

What-if

model estimate (Black-Scholes)

Model profit / loss (£) if the underlying moves (across) and implied volatility shifts (down), with no time elapsed.

IV \ Spot-10%-5%0%+5%+10%
-5 pts-£668-£668£139£808£825
0 pts-£668-£636£0£678£816
+5 pts-£664-£547-£60£502£757

Time decay at unchanged price and volatility:

Now⅓ elapsed⅔ elapsedAt expiry
£0£19£40£32

Build a defined-risk options structure from the prices you actually see, then read exactly what you can make, what you can lose, and where it breaks even — before you place it.

Steps

  1. 1

    Pick a structure to start from — a preset like a bull call spread or an iron condor, or Custom to build your own legs. Whatever you choose runs through the same defined-risk check.

  2. 2

    Type the underlying price, then the legs: for each one set call or put, buy or sell, the strike, the premium you would actually pay or receive, the number of contracts, and days to expiry.

  3. 3

    If you know a leg's implied volatility, type it; if not, enter a risk-free rate and press "Solve IV" to back it out of the premium you typed. The rate only affects the model estimates, never the payoff.

  4. 4

    Read the results: net debit or credit, max loss, max gain, breakeven(s), reward-to-risk and return on capital, plus the net greeks. Every number has an "i" you can open for what it is and is not.

  5. 5

    Look at the payoff chart to see the shape at expiry, then use the what-if grid to see how the model values change if the price moves, volatility shifts, or time passes.

  6. 6

    When the structure is yours, capture it on a Plan Card before you trade — that is what makes your review honest later.

What the numbers mean

net debit credit

What: The net premium of the option legs: a debit is what you pay to open, a credit is what you receive.

How to read it: A debit is your cash out the door; a credit is cash in, which you keep if the structure expires worthless.

What it is not: It is not the most you can lose — read max loss for that. With a stock holding (a collar) this figure is the options only, not the stock.

max loss

What: The worst the whole structure can lose at expiry, in pounds, across every possible ending price.

How to read it: This is your defined risk — the number to size against. For a debit structure it is usually the debit; for a credit spread it is the width minus the credit.

What it is not: It is not a margin figure and not a stop; it is the mathematical worst case at expiry, before any commissions.

max gain

What: The most the structure can make at expiry across every ending price.

How to read it: Read it against max loss to judge whether the payoff is worth the risk. "Unlimited" means a long option with no ceiling on the upside.

What it is not: It is not a forecast or a target — it is the best the shape can pay, not what it will pay.

breakeven

What: The underlying price(s) at which the structure ends at exactly zero profit or loss at expiry.

How to read it: Above (or below) breakeven you are in profit at expiry; a two-sided structure has two breakevens you need to stay between or outside.

What it is not: It ignores time value before expiry — the model value can be positive or negative around it earlier. It is not a prediction that price will get there.

risk reward

What: Reward-to-risk: max gain divided by max loss.

How to read it: A ratio above 1 means the most you can make exceeds the most you can lose. Weigh it against how likely each outcome is.

What it is not: It is not a probability and not an expected value — a high ratio can still be a low-probability payoff.

roc

What: Return on capital: max gain as a percentage of the net cash you put up.

How to read it: It tells you the best-case return on the capital committed. For a collar the capital includes the stock, so the percentage is naturally smaller.

What it is not: It is best case, not expected — do not read it as a likely return.

net delta

What: The structure's net delta, in share-equivalents: roughly how many shares of the underlying it behaves like right now.

How to read it: Positive means it gains as the underlying rises; negative means it gains as it falls. A stock leg adds one share of delta per share held.

What it is not: It is a Black-Scholes model estimate at your inputs, not a broker figure, and it changes as price, vol and time move.

net theta

What: Net theta: the model estimate of how much value the structure gains or loses per calendar day from time passing, all else equal.

How to read it: Negative theta means time decay works against you (you paid for time); positive means it works for you (you sold time).

What it is not: A model estimate at today's inputs, not a guaranteed daily amount — it changes as the other inputs change.

net vega

What: Net vega: the model estimate of how much value changes for a one-point (1%) move in implied volatility.

How to read it: Positive vega gains if volatility rises; negative vega gains if it falls. It tells you which way changing volatility helps you.

What it is not: A model estimate, not a quote, and it assumes every leg's volatility moves together by the same amount.

net gamma

What: Net gamma: how fast the net delta itself changes as the underlying moves.

How to read it: High positive gamma means your directional exposure grows quickly in your favour as price moves; negative gamma means it grows against you.

What it is not: A model estimate at your inputs, not a broker figure.

net rho

What: Net rho: the model estimate of how much value changes for a one-point (1%) move in the risk-free interest rate.

How to read it: Usually the smallest greek for short-dated structures; it matters more the longer the time to expiry.

What it is not: A model estimate, not a quote.

solved iv

What: The implied volatility backed out of the premium you typed, using Black-Scholes and the risk-free rate you entered.

How to read it: It is the volatility that makes the model price match your premium — a read on how "expensive" the option is in vol terms.

What it is not: It depends on the rate you entered and the model; it is an educational estimate, not your broker's quoted IV.

what if

What: A grid of model estimates: how the structure's profit or loss would change if the price moved, volatility shifted, or time passed.

How to read it: Read across for price moves, down for volatility, and use the time row to see decay. It shows the shape of your risk before expiry.

What it is not: Every cell is a Black-Scholes model estimate, not a quote or a prediction. Real fills, dividends and vol skew will differ.

defined risk rule

What: The rule this tool enforces: it will only build structures whose worst-case loss is capped up front — never a naked short call, an uncovered short put, or short stock.

How to read it: If you build an undefined-risk shape, the tool refuses it and tells you how to cap it (add the missing long option). That is the POTM discipline: define your risk before you take it.

What it is not: It is not a judgement about whether a trade is good — it is a floor on the kind of risk this tool will help you construct at all.

manual entry

What: Every price here is what you type — the tool does not fetch a live options chain.

How to read it: Enter the premiums you actually see at your broker. The payoff is exact from your numbers; the greeks and what-if are Black-Scholes model estimates layered on top.

What it is not: These are not live quotes and not advice — they are an educational read on the structure you described.