Odds Calculator Betting

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Advanced Odds Calculator

Calculate your potential payout, profit, and implied probability instantly.

Decimal (e.g., 2.50) American (e.g., +150 or -200) Fractional (e.g., 6/4)
Implied Probability: 0%
Net Profit: $0.00
Total Payout: $0.00

Understanding Betting Odds Calculations

Whether you are a casual sports fan or a professional bettor, understanding how betting odds work is crucial for managing your bankroll and identifying value. Odds represent the ratio between the amounts staked by parties to a wager or bet. They also indicate the implied probability of a specific outcome occurring.

Types of Betting Odds Explained

1. Decimal Odds

Popular in Europe, Australia, and Canada, decimal odds represent the total payout for every $1 wagered, including the original stake. For example, odds of 2.00 mean that for every $1 you bet, you receive $2 back if you win.

2. American Odds (Moneyline)

Common in the United States, these odds are centered around the figure of $100.

  • Positive (+) Odds: Indicates how much profit you make on a $100 stake. (+150 means $150 profit on a $100 bet).
  • Negative (-) Odds: Indicates how much you need to stake to make $100 profit. (-200 means you must bet $200 to win $100).

3. Fractional Odds

Traditional in the UK and Ireland, fractional odds show the ratio of the profit won to the stake. For example, 5/1 means you win $5 for every $1 wagered.

The Math Behind the Calculation

Our odds calculator uses specific formulas to convert any odds format into payout and probability metrics:

  • Decimal Payout: Stake × Decimal Odds
  • Implied Probability (Decimal): (1 / Decimal Odds) × 100
  • American to Decimal (Positive): (American Odds / 100) + 1
  • American to Decimal (Negative): (100 / |American Odds|) + 1

Example Scenario

Imagine you place a $50 bet on a team with +200 American odds:

  • American Odds: +200
  • Decimal Equivalent: 3.00
  • Implied Probability: 33.33%
  • Total Payout: $150.00
  • Net Profit: $100.00

This means the bookmaker believes there is roughly a 1 in 3 chance of this event happening, and you stand to double your money in profit if the bet wins.

function updateOddsPlaceholder() { var format = document.getElementById("oddsFormat").value; var input = document.getElementById("oddsValue"); if (format === "decimal") { input.placeholder = "2.50"; } else if (format === "american") { input.placeholder = "+150 or -200"; } else if (format === "fractional") { input.placeholder = "6/4"; } } function calculateBet() { var format = document.getElementById("oddsFormat").value; var oddsRaw = document.getElementById("oddsValue").value.trim(); var stake = parseFloat(document.getElementById("betStake").value); var decimalOdds = 0; var impliedProb = 0; var profit = 0; var payout = 0; if (!oddsRaw || isNaN(stake) || stake <= 0) { alert("Please enter a valid odds value and stake amount."); return; } try { if (format === "decimal") { decimalOdds = parseFloat(oddsRaw); if (decimalOdds 0) { decimalOdds = (am / 100) + 1; } else { decimalOdds = (100 / Math.abs(am)) + 1; } } else if (format === "fractional") { if (oddsRaw.indexOf('/') > -1) { var parts = oddsRaw.split('/'); var num = parseFloat(parts[0]); var den = parseFloat(parts[1]); if (den === 0 || isNaN(num) || isNaN(den)) { alert("Invalid fractional format."); return; } decimalOdds = (num / den) + 1; } else { decimalOdds = parseFloat(oddsRaw) + 1; } } if (isNaN(decimalOdds) || decimalOdds <= 1) { alert("Please enter valid betting odds."); return; } // Calculations payout = stake * decimalOdds; profit = payout – stake; impliedProb = (1 / decimalOdds) * 100; // Display document.getElementById("resProb").innerText = impliedProb.toFixed(2) + "%"; document.getElementById("resProfit").innerText = "$" + profit.toLocaleString(undefined, {minimumFractionDigits: 2, maximumFractionDigits: 2}); document.getElementById("resPayout").innerText = "$" + payout.toLocaleString(undefined, {minimumFractionDigits: 2, maximumFractionDigits: 2}); document.getElementById("betResults").style.display = "block"; } catch (e) { alert("An error occurred. Please check your inputs."); } }

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