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Horse Racing - Win Probability/Place Probability - MrExcel Message Board

    https://www.mrexcel.com/board/threads/horse-racing-win-probability-place-probability.1028707/#:~:text=As%20Dedman%20notes%2C%20the%20probability%20that%20Horse%201,wins%20%28and%20%27%2A%27%20is%20computer%20notation%20for%20multiply%29.
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Horse Racing Odds: How to Read Odds & Calculate Payouts

    https://www.amwager.com/blog/horse-racing-odds/
    The numbers displayed as 4-7 or 2-5 tell you what you pay and how much you get back if the horse you bet on wins. The first number tells you how much you could win, the second number is the amount you bet. So, if the odds are listed as 2-1, you’ll get $2 for every $1 you bet. Odds are displayed in one of two formats.

Horse Racing Calculator - Betting Type Costs and …

    https://www.twinspires.com/wagertypes
    In the pari-mutuel system, the track or simulcast outlet gets a percentage of what is wagered called the “takeout.” The takeout pays for racetrack expenses, purse money, state and local taxes, etc. Payoff odds in horse racing are calculated by sharing the remaining pool (after takeout) among all placed bets. Whether a favorite wins or it’s the longest shot on the board, the track …

How to Calculate Horse Racing Betting Odds and Payoffs

    https://www.liveabout.com/how-to-calculate-betting-odds-and-payoffs-1879161
    Total pool: $900 Amount bet on horse No. 1: $300 Take amount: 15 percent $900 minus 15 percent equals $765 $765 minus $300 equals $465 …

How horse racing ROI stats are calculated | The TwinSpires Edge

    https://edge.twinspires.com/racing/how-horse-racing-roi-stats-are-calculated/
    A lofty 24% of those starters visited the winner’s circle, and 55% finished in the top three. The final number is the ROI for the betting angle: a profitable +0.59. This means if you had bet $2 to win on all 328 of those starters, each $2 …

Horse Racing Payout Calculator

    https://www.horsebettingcalculator.com/horse-racing-calculator/horse-racing-payout-calculator
    The horse racing payout calculator comes in various ways depending on the wager type placed on the horse or horses. In the case of straight wagers, the horse racing payout calculator simply takes the odds, presented in decimal or fraction, and uses it together with the stakes laid on the wager to calculate the payout. This horse racing payout ...

Percentage Calculator Horse Racing

    https://professionalhorseracing.net/percentage-calculator-horse-racing/
    Percentage Calculator Horse Racing. mroji ; January 4, 2014 ; 04/01/2014 ...

Horse Race Wagering: How do you calculate show and …

    https://www.quora.com/Horse-Race-Wagering-How-do-you-calculate-show-and-place-odds-from-win-odds
    SI's calculation apparently assumes there is no home field advantage and that game outcomes are independent. So, if each home team wins its game with a probability of 50% or 1/2 there is (1/2)^15 probability that ALL home teams win. (1/2)^15 = 1 / 32,768. The reality of course is a bit more complicated. 29 views View upvotes Related Answer

Exploring jockey stats and win percentages | The TwinSpires Edge

    https://edge.twinspires.com/racing/exploring-jockey-stats-and-win-percentages/
    It might read “2021 689 21% 49% -0.57.”. This means the jockey has ridden 689 races in 2021, won 21%, and placed third or better (in the money) 49% of the time. If you had wagered $2 on every one of the jockey’s 689 mounts, your return on investment (ROI) would have been -0.57, or $1.43 for every $2 wager.

Percentage Calculation – Foundation Quarter Horse Association

    https://nfqha.com/percentage-calculation/
    Get the most accurate Foundation Quarter Horse Percentage. Only NFQHA researches back 11 generations! All of our research is done by computer and based on AQHA downloaded records. Poco Lena article. PO Box 129, Levan, Utah 84639 ~ Phone (541) 426-4403 ~ Fax (541) 426-4206

Horse Racing - Win Probability/Place Probability - MrExcel …

    https://www.mrexcel.com/board/threads/horse-racing-win-probability-place-probability.1028707/
    This is equal to P (X)/ { (1-P (1))* (1-P (2))} where P (1) is the probability that Horse 1 wins and where P (2) is the probability that Horse 2 wins. This is then multiplied by the probability that Horse 1 wins and Horse 2 comes second (the latter being determined as outlined on the previous page).

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