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Bettor Ed No-Vig Calculator

Enter the odds for each side and we'll remove the vig for you

Frequently Asked Questions

Find answers to commonly asked questions about the No-Vig Calculator

  • What is a No-Vig Calculator?

    • The No-Vig Calculator (also known as a Fair Odds Calculator) removes the vig or juice that sportsbooks include in their lines. The vig is the bookmaker’s margin — the small edge built into every market to ensure profit over time.
      By stripping away that margin, this calculator reveals the true implied probability and fair odds for each side of a bet. It’s the easiest way for U.S. bettors using sportsbooks like FanDuel, DraftKings, BetMGM, or BetOnline to find the real market price before placing a wager.

  • How do you calculate no-vig odds?

    • Here’s how the calculator determines vig-free odds step by step:

    • Step 1: Convert American odds to probabilities
      If odds are positive:
      Probability = 100 / (Odds + 100)
      If odds are negative:
      Probability = |Odds| / (|Odds| + 100)

    • Step 2: Add both probabilities
      Sum = Probability 1 + Probability 2
      This total is usually greater than 1, because it includes the sportsbook’s vig.

    • Step 3: Remove the vig
      Divide each probability by the sum to normalize them to 1.
      Vig-free Probability 1 = Probability 1 / Sum
      Vig-free Probability 2 = Probability 2 / Sum

    • Step 4: Convert back to no-vig odds
      If the no-vig probability is greater than 0.5:
      Fair Odds = −(No-Vig Prob / (1 − No-Vig Prob)) × 100
      If it’s 0.5 or less:
      Fair Odds = ((1 − No-Vig Prob) / No-Vig Prob) × 100

    • The result gives you the fair American odds and true probabilities for both sides of the market — completely vig-free.

  • How does this calculator help me?

    • The No-Vig Calculator helps you find fair prices and value bets across sportsbooks. By comparing the vig-free odds to what’s being offered by books like FanDuel, Caesars, or BetMGM, you can immediately see whether a line is overpriced or underpriced.

    • This makes it an essential tool for anyone practicing value betting, line shopping, or calculating expected value (EV) more accurately.

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