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When betting on sports, the over/under is simply a wager on the combined score of both teams in a game. This type of wager is often referred to as betting “the total.”. The over/under is established by oddsmakers and bettors place a wager on if they think the total combined score will be over or under that number.
Jul 26, 2024 · A final score of 30-28 (58 points) is a victory for over bettors, while 21-20 (41 points) works for under bettors. Next to the total are the actual odds for the bet. Most books will use a baseline of -110 (bet $11 to win $10) for totals bets, but the odds can shift in response to betting action. For example, one side may be at -105 in advance ...
Sep 1, 2024 · As a bettor, you can wager that the combined score of both teams will be over 48.5 points or under 48.5 points. If you bet on the over, you’re betting that the teams will score 49 points or more. If you bet on the under, you’re betting that the total score will be 48 points or less. Understanding this basic concept is the first step in ...
Aug 27, 2024 · The vig for most Over/Under bets is -110 on each side, which means in order to win $100 betting on the Over or the Under you would need to wager $110. Kansas City won Super Bowl LIV by a final ...
Jul 2, 2024 · Over/Under Betting in Football. Total points scored by both teams in the first quarter, first half, and full game. Total points scored by one specific team. Total receiving yards gained, rushing ...
- Matt Jacob
Jul 11, 2024 · Let’s use the MLS example we just mentioned to demonstrate. In this case, oddsmakers might set the odds for an over 2.5 goals bet at -167 and an under 2.5 goals bet at +150. You would need to bet $167 on over 2.5 goals to win $100, but you would only need to bet $40 on under 2.5 goals to win $100.
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Whether you are betting on an NFL game total, an NBA game total, or an MLB game total, or even how many games there will be in a Wimbledon tennis match, the majority of over/under bets have odds of -110 for both outcomes. However, in situations like this, the probability of the total going over is higher than it staying under.