Last updated: May 2026
Can't decide? Let fate spin it. Free yes/no wheel with Maybe mode — no sign-up needed.
Pick a mode, think of your question, then hit Spin the Wheel. The wheel will spin for a few seconds and land on a random answer. Want more nuance? Switch to the 3-segment mode for a Maybe option, or go full-spectrum with the 5-segment mode.
The stats tracker counts your results so you can spot patterns — or just prove to your friend that the wheel definitely has it out for you.
Yes. Each spin calls Math.random() to pick a winner before the animation starts, so the visual spin is purely for drama. Every segment has exactly equal probability.
Sometimes life isn't black and white. The 3-segment mode adds a Maybe slice so you get a gentler "ask again later" option instead of a hard yes or no.
The five segments are: Definitely, Probably, Maybe, Probably Not, and No. Each has an equal 20% chance — great for decisions where you want a more granular read.
Absolutely. The wheel is canvas-based and fully responsive. It works on any modern browser — iOS Safari, Android Chrome, desktop — with no app required.
The stats counter lives in-page and resets if you refresh. We don't store anything server-side — your spins stay private.
A yes/no wheel is a digital coin flip with a visual flair. In its standard 2-segment mode, each segment occupies exactly 180° of the circle, giving Yes and No an equal 50% probability on every spin. The result is determined by a pseudo-random number generator the moment you tap the button — the spinning animation simply counts down to that predetermined outcome. Because each spin is an independent event, past results have zero influence on future ones.
Multi-segment modes change the calculation. The 3-segment mode (Yes / Maybe / No) gives each outcome a 33.3% chance, while the 5-segment mode (Definitely / Probably / Maybe / Probably Not / No) splits probability into five equal 20% slices. These modes are useful when a binary answer feels too rigid — they introduce nuance while keeping the decision process objective and free from personal bias.
| Wheel Type | Yes Probability | No Probability | Notes |
|---|---|---|---|
| 2-segment (Yes/No) | 50% | 50% | Pure coin flip equivalent |
| 3-segment (Yes/Maybe/No) | 33.3% | 33.3% | Maybe = 33.3%; breaks hard binary |
| 5-segment (full scale) | Definitely 20% + Probably 20% | Prob. Not 20% + No 20% | Maybe = 20%; most granular |
| Weighted Yes (2:1) | 66.7% | 33.3% | Achieved by duplicating Yes entry |
| Weighted No (2:1) | 33.3% | 66.7% | Achieved by duplicating No entry |
| Fair coin (physical) | ~50% | ~50% | Slight head bias documented at ~50.8% |
| Loaded die equivalent | Varies | Varies | Adjust segment sizes for custom odds |
Is the yes/no wheel truly 50/50?
Yes. In 2-segment mode each outcome has exactly 50% probability. The wheel uses Math.random() to generate a value between 0 and 1 and maps it to a segment. With two equal segments, values 0–0.5 map to one and 0.5–1.0 map to the other, producing a perfectly uniform distribution over many spins.
Can you change the probabilities?
The built-in modes use equal-sized segments. To skew probabilities in a custom spin wheel, you would need a tool that supports variable segment sizes or weighted lists (where duplicating an entry doubles its probability). A 50/50 yes/no wheel is intentionally balanced — if you want unequal odds, a weighted random picker is the right tool.
When should you use a coin flip vs. a yes/no wheel?
They are mathematically equivalent for binary decisions. Use a coin flip when you need something physical and offline, or when the other person needs to call it in the air (adding an additional layer of unpredictability). Use a yes/no wheel when you want the result displayed clearly on screen, need multi-outcome modes beyond binary, or are sharing the result with a remote audience.
What is the law of large numbers, and does it apply here?
The law of large numbers states that as the number of trials grows, the observed frequency of each outcome converges to its true probability. For a 50/50 wheel, after 10 spins you might see 7 Yes and 3 No — but after 10,000 spins you will be very close to 5,000 each. This does NOT mean results "balance out" in the short term; each spin is independent.
Does getting "Yes" multiple times in a row increase the chance of "No" next?
No. This is the gambler's fallacy. Each spin is an independent event — the wheel has no memory of previous results. Three consecutive Yes outcomes don't make No more likely on spin four. The probability remains exactly 50% regardless of the recent history.