Lesson 4 of 11

A 92% win rate can still lose you money

If you remember one idea from this whole library, make it this one. It is the reason the tool exists, and the mistake it was built to protect you from.

Foundations5 min readPublished Educational — not investment advice

What you’ll take away

  • Win rate and profitability are different questions, and only one of them is usually advertised.
  • A 90% winner can lose money on average. We work through the exact arithmetic below.
  • Expected value combines how often with how much — it is the number that decides whether a trade is a business or a leak.

The seduction of the win rate

Selling an out-of-the-money option feels wonderful most of the time. You collect cash up front, the stock wanders around, the option expires worthless, and you keep the credit.

Do it ten times and you might win nine. Every options-income screen on the internet leads with that number — the probability of profit, or POP — because it is the number that feels best. It is also, on its own, almost meaningless.

Probability of profit tells you how often you win. It says nothing whatsoever about how much you lose when you lose.

A coin flip you should refuse

Imagine a bet that pays you $50 nine times out of ten, and costs you $800 the tenth time. Your win rate is a superb 90%. Here is the full ledger for ten plays:

Worked exampleIllustrative arithmetic
OutcomeFrequencyPer eventContribution
Option expires worthless — you keep the credit9 of 10+$50+$450
The move you didn’t plan for1 of 10−$800−$800
Net over ten plays90% win rate−$35 avg−$350
Win rate90%
Expected value−$35
After 100 plays−$3,500

Numbers chosen to make the arithmetic obvious. The point is the shape, not the specific figures: many small wins, a rare deep loss, negative sum.

$0nine wins of +$50one loss of −$80012345678910trade

A 90% win rate, drawn to scale. Nine wins add up to +$450; the single loss is −$800. The bet is beautiful nine times out of ten and loses $35 per play on average. Illustrative figures.

Played repeatedly, this bet reliably drains your account — while feeling great almost the whole time. Ninety percent of your statements say you were right. That is the exact shape of a badly priced short option.

The mistake most sellers make is not selling options. It is selling options priced so that the rare loss is bigger than all the wins put together, and never noticing, because the win rate looked superb the whole way down.

Why the payoff is built this way

This isn’t bad luck; it is the structure of the instrument. When you sell an option, your profit is capped at the credit you collected the moment you sold it. Your loss is not capped at anything.

Max profit = the credit you collectedLoss growslike owning the stockStrikeBreakevenstock price at expiry →P/L

The whole trade in one picture: your best case is a flat line, your worst case is a slope with no floor. Probability of profit only measures how often you land in the green zone — it says nothing about how far down the red one goes.

Look at what POP actually measures on that chart: the chance you land anywhere in the green region. It treats a $1 profit and a $2,000 loss as the same kind of event — one is a win, one is a loss — and reports only the count. Any strategy whose losses live in an unbounded region needs a second number.

The second number: expected value

For every candidate trade, the engine models the whole distribution of outcomes — not just the odds of winning, but the size of the losses out in the tail, based on how the underlying stock actually moves rather than how the option market says it might. From that it computes the trade’s expected value: the average of every outcome, weighted by how likely it is.

If that average is not positive, the trade is rejected. It does not matter how high its win rate is. This is the one gate that has no override, because a negative-expectation trade with a high win rate is the single most expensive thing an income seller can own — it pays you for months and takes it all back in an afternoon.

Where this test can still be wrong

Expected value is only as good as the distribution behind it. Our model assumes returns are roughly bell-shaped in log terms; real markets have fatter tails than that, and a crash is worse than the model’s worst case. Treat a positive expected value as the bare minimum a trade must clear, never as a forecast.

How to read this on your own screen

Alongside the win rate, every opportunity shows its modeled expected value and its tail risk — roughly, “when this trade loses, how bad is the average loss?” Read all three together, in this order:

  1. Expected value first. If it isn’t positive, nothing else on the row matters.
  2. Tail risk second. Ask whether you could take that loss twice in a month without changing your behaviour. If not, the position is too large, whatever the win rate says.
  3. Win rate last. It tells you what the ride will feel like, not where it ends.

This is also why the app will sometimes refuse a trade whose POP looks spectacular. A 92% winner that models to a negative expectation is not a high-probability income trade; it is a slow leak with good manners. The Methodology page explains how these numbers are computed and how we check them against history.

Next lesson

5. The Greeks in plain English: four dials, no formulasDelta, gamma, theta, vega — four letters answering four very ordinary questions. Two of them matter on day one; the other two explain the surprises.

Educational information only — not investment, tax, or legal advice. Nest Money is not a registered investment adviser or broker-dealer. Every figure and diagram in this lesson is illustrative. Options involve substantial risk of loss, including loss greater than the premium collected.