500/1 odds explained

500/1 means you win £500 for every £1 you stake, and get your stake back too. A £10 bet at 500/1 returns £5,010.00.

What would your bet return?

You can change the odds to compare another price.

What 500/1 means

With fractional odds, the first number is what you win and the second is what you stake. At 500/1, every £1 you stake wins £500 in profit, and your stake is returned on top. Because you win more than you stake, it's an odds-against price: the bookmaker rates this outcome as less likely to happen than not.

It's read as "five hundred to one".

500/1 in decimal and American odds

Format500/1 asHow it's worked out
Decimal501.00500 ÷ 1 + 1
American+50000(501.00 − 1) × 100
Implied probability0.2%1 ÷ 501.00

What 500/1 pays

StakeProfitTotal return
£1.00£500.00£501.00
£2.00£1,000.00£1,002.00
£5.00£2,500.00£2,505.00
£10.00£5,000.00£5,010.00
£20.00£10,000.00£10,020.00
£50.00£25,000.00£25,050.00
£100.00£50,000.00£50,100.00

How likely is 500/1 to win?

500/1 implies a 0.2% chance, or about 1 in 501. In other words, the bookmaker expects it to win about once in every 501 attempts. The true chance is usually a little lower than this, because bookmakers build a margin into every price.

500/1 each way

An each way bet splits your stake between a win bet and a place bet, with the place part paid at a fraction of 500/1. For a £5 each way bet (£10 in total):

Place termsPlace oddsReturns if it winsReturns if it places
1/4 odds125/1£3,135.00£630.00
1/5 odds100/1£3,010.00£505.00

At 1/5 terms, a placed finish alone returns £505.00 from the £10 total stake, so the place part covers the whole bet with £495.00 to spare. Work out any each way bet.

If a horse at 500/1 is withdrawn

A horse priced at 500/1 being withdrawn doesn't trigger a Rule 4 deduction. The scale only applies when the non-runner was 14/1 or shorter. Work out a Rule 4 deduction.

Prices either side of 500/1

PriceDecimalImplied probability
250/1251.000.4%
500/1501.000.2%
1000/11001.000.1%

See every common price explained, or convert any price with the odds converter.

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