{"id":75508,"date":"2024-12-16T13:47:31","date_gmt":"2024-12-16T13:47:31","guid":{"rendered":"https:\/\/gosoluciones.mx\/?p=75508"},"modified":"2024-12-16T14:10:11","modified_gmt":"2024-12-16T14:10:11","slug":"betting-odds-guide-with-examples-how-to-understand-2","status":"publish","type":"post","link":"https:\/\/gosoluciones.mx\/index.php\/2024\/12\/16\/betting-odds-guide-with-examples-how-to-understand-2\/","title":{"rendered":"Betting Odds Guide with Examples How To Understand Them"},"content":{"rendered":"<p><img class='wp-post-image' style='float:left;margin-right:10px;' 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\" width=\"355px\" alt=\"Betting Odds Meaning: What You Need to Know\"\/><\/p>\n<p><p>It is clear that you can predict several outcomes for any game or sports event. The simplest example of calculation of the probability is a coin toss guess. The probability of every outcome is 50%, which means that, if we divide one by two, we get either 50% or 0.5%. Yes, you can, but some states have different rules regarding wagering on a college team. Make sure you are caught up with your state\u2019s rules for betting on college sports. Of course, you can place a wager on any sporting event in hundreds of ways, including futures, player and game props, parlays, and much more.<\/p>\n<\/p>\n<p><h2 id=\"toc-0\">In-Depth Guide on How Betting Odds Work: Betting Odds Explained for 2024<\/h2>\n<\/p>\n<p><p>The moneyline focuses solely on the outcome of a game or event, with odds indicating the potential profit or loss. In contrast, the spread involves handicapping one team to make <a href=\"https:\/\/lyncconf.com\/how-to-use-betting-odds-to-your-advantage\/\">https:\/\/lyncconf.com\/how-to-use-betting-odds-to-your-advantage\/<\/a> the betting contest more even, where odds reflect the point spread between the teams. Horse racing betting lines can be found using any of the three major odds formats.<\/p>\n<\/p>\n<p><h3 id=\"toc-1\">Don\u2019t miss our selected bookies<\/h3>\n<\/p>\n<p><p>Baseball betting odds are also commonly displayed in decimal, fractional or moneyline formats. Decimal odds, for instance, could be 1.90, indicating you could win $1.90 for every $1 wagered. Fractional odds might be 9\/10, meaning you could win $9 for every $10 wagered. The numbers next to the teams, such as +150 and -170 in the example above, represent the money line payouts, and they\u2019re connected to the calculated odds. The negative number shows how much has to be risked to win a $100 payout.<\/p>\n<\/p>\n<ul>\n<li>This refers to a conversion of odds into a percentage and enables you to calculate how often your bet will need to cash for it to be profitable.<\/li>\n<li>In decimal odds, you might see odds like 2.50 on a football game, indicating that for every $1 wagered, you could win $2.50, including your original stake.<\/li>\n<li>As the overwhelming favorites, the Lakers have -780 odds, while the Knicks have +585 moneyline odds.<\/li>\n<li>Price \u2013\u00a0The price of a bet is simply another way of referring to the odds.<\/li>\n<li>This article provides a clear guide on how to interpret betting odds and use them to your advantage.<\/li>\n<li>Decimal odds make it easy to calculate potential winnings and are beginner-friendly.<\/li>\n<li>Players who don\u2019t follow optimal strategy will experience a reduced RTP.<\/li>\n<\/ul>\n<p><h2 id=\"toc-2\">How to Profit in the NCAA Basketball Early Season<\/h2>\n<\/p>\n<p><p>The only difference is that live casino games are more interactive and social. Since the rules are the same as the digital versions, players should consider the RTP in live games just as they would with the automated versions. Live blackjack has an RTP of 99.5% when played optimally, and live roulette offers varying RTPs depending on the version. Betting on the banker typically offers an RTP of 98.94%, while betting on the player offers an RTP of 98.76%. The tie bet, however, has a much lower RTP of 85.64%, making it a less favorable option.<\/p>\n<\/p>\n<p><img class='alignright' style='float:right;margin-left:10px;' 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\" width=\"352px\" alt=\"Betting Odds Meaning: What You Need to Know\"\/><\/p>\n<p><h3 id=\"toc-3\">\u2705 What Are Vegas Odds?<\/h3>\n<\/p>\n<p><p>If the odds are +130, you&#8217;ll win $130 if your bet of $100 or more wins. Sports betting odds show the probability of an outcome occurring in a sporting event. Betting odds also give you insights into how much you can win after you wager a specific amount. While Return to Player percentages come into play in many types of online casino games, its impact is most significant in games that are primarily based on luck, such as slots and video poker. RTP matters to players because it provides a benchmark for evaluating the fairness of a game and understanding the potential profitability over time.<\/p>\n<\/p>\n<p><h2 id=\"toc-4\">What is the difference between implied odds and true odds?<\/h2>\n<\/p>\n<p><p>They represent the potential payout for every unit staked, including the original stake. For instance, if a team has odds of 2.50, a $100 bet would yield a total return of $250 ($100 x 2.50), including the initial stake money. Decimal odds make it easy to calculate potential winnings and are beginner-friendly. Football betting odds are typically displayed in decimal, fractional or moneyline formats. In decimal odds, you might see odds like 2.50 on a football game, indicating that for every $1 wagered, you could win $2.50, including your original stake.<\/p>\n<\/p>\n<p><h3 id=\"toc-5\">How to Interpret and Compare Odds<\/h3>\n<\/p>\n<p><p>These tools enable you to input odds into any format and calculate the potential payout for any given bet, and can be found on all of our recommendedbest betting sites. Bookmakers have been known to alter odds to attract more bets towards a specific outcome. In some cases, large volumes of bets being made on a certain outcome can also move the odds. This is done by bookmakers in an attempt to mediate their own risk and to maintain profitability.<\/p>\n<\/p>\n<p><h2 id=\"toc-6\">\ud83d\udc4b How do you work out betting odds?<\/h2>\n<\/p>\n<ul>\n<li>The tie bet, however, has a much lower RTP of 85.64%, making it a less favorable option.<\/li>\n<li>The calculations are made with the help of computer algorithms and other tools.<\/li>\n<li>Using the same formula, the implied probability for the Pacers at 2\/13 falls at 86.6%.<\/li>\n<li>The probability of every outcome is 50%, which means that, if we divide one by two, we get either 50% or 0.5%.<\/li>\n<li>Use team and player performance stats, head-to-head records, and advanced metrics to validate whether the odds reflect true probabilities.<\/li>\n<li>It\u2019s quite surprising how much\u00a0odds can change from bookmaker to bookmaker.<\/li>\n<li>How much any particular bet would win will depend on the odds of the team or competitor winning, which is represented by numbers next to the name.<\/li>\n<\/ul>\n<p><p>Money lines and point spreads use the same information when they\u2019re calculated, and both of their payouts are tied to the odds of a team winning or losing. In fact, both try to account for the relative strength of each team. Money lines change the amount charged for bets on a team, while point spreads change the team scores that would count as a win. The information in money line markets may be more precise than that in point spread markets, according to some financial studies. The \u201cmoney line,\u201d in betting terminology, refers to the integers that show the payoffs for betting on a game.<\/p>\n<\/p>\n<p><img class='alignleft' style='float:left;margin-right:10px;' 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width=\"357px\" alt=\"Betting Odds Meaning: What You Need to Know\"\/><\/p>\n<p><h3 id=\"toc-7\">Myth #5: &#8220;Round Numbers in Odds Are Suspicious\u201d #<\/h3>\n<\/p>\n<p><p>Let\u2019s take American odds coming in 100 with a \u201c-\u201d sign next to the number. To know what the chances are that the assumed outcome is going to happen, you should divide the odds by the sum of the negative odds and 100. If you bet on it, you should expect the team to win by more than 8 points. The latter comes with a point spread 6 and is expected to win or lose by 7 points or less.<\/p>\n<\/p>\n<p><h2 id=\"toc-8\">How can you use odds to determine the potential payout of a bet?<\/h2>\n<\/p>\n<p><p>The way to tell the difference is that negative odds are always preceded by a minus sign (-) while positive odds are always preceded by a plus sign (+). When reading betting advice or searching for a value bet on the bookies\u2019 websites you\u2019ll come across some key terms relating to betting odds. To round up our article on betting odds, we\u2019ve covered the most widely used terms to ensure you don\u2019t get confused in your search for winners. If you want to come out on top against the bookies it is vital that you understand the fundamentals. When it comes to sports betting there is nothing quite as fundamental as the odds that the bookies offer. When a team \u201ccovers the spread,\u201d it means they have performed better than the point spread set by oddsmakers.<\/p>\n<\/p>\n<p><h3 id=\"toc-9\">Translations of odds<\/h3>\n<\/p>\n<p><p>Odds On &amp; Odds Against&nbsp;\u2013 Two&nbsp;of the key terms that you\u2019ll hear when it comes to betting odds are \u2018odds on\u2019 and \u2018odds against\u2019. These terms&nbsp;refer to whether a price is greater or lower than evens. Any price above evens is known as odds against, while anything below evens is odds on. If you want to go from decimal odds to fractional odds is similarly simple. You just&nbsp;minus one from the decimal odds, turn that number into a fraction and reduce it down to it\u2019s simplest form.<\/p>\n<\/p>\n<p><h3 id=\"toc-10\">Understanding the Basics of Sports Betting Odds<\/h3>\n<\/p>\n<p><p>Players expect a seamless betting experience across retail, mobile, terminals, and online platforms. Discover why cross-platform integration is a must-have, boosting retention, revenue, and efficiency while future-proofing your business. Over the years I\u2019ve seen people chasing losses (\u201cdouble up until you win\u201d), arbitrage strategies, \u201cbet the underdog, it\u2019s where the value is,\u201d etc. If someone had a true system, they wouldn\u2019t be tweeting about it\u2014they\u2019d be on a yacht. When a favored team overlooks a weaker opponent and ends up losing.<\/p>\n<\/p>\n<p><h2 id=\"toc-11\">Top Free Bet Promo Codes<\/h2>\n<\/p>\n<p><p>For an underdog (a selection that\u2019s got a lower than 50% chance of winning), meanwhile, the odds indicate the amount of profit you\u2019ll make if you bet \u00a3100. Moneyline odds are also known as American odds, as they\u2019re used predominantly in North America. Compared to decimal or even fractional odds, they\u2019re quite confusing, as they use two different formats depending on whether your bet has a better or worse chance of winning than 50%. The traditional odds format in the UK, and the one you\u2019re likely to first encounter when you sign up with a bookie. Fractional odds indicate the amount you will win depending on your original stake, with the first number showing your winnings, and the second your stake. For example, odds of 2\/1 indicate that for every \u00a31 you stake, you\u2019ll receive \u00a32 in winnings if your bet is successful.<\/p>\n<\/p>\n<p><h3 id=\"toc-12\">What Sports and Leagues Can I Bet on?<\/h3>\n<\/p>\n<ul>\n<li>They are just different ways of conveying the same information but they do add another layer of complexity.<\/li>\n<li>Understanding what is sports betting odds is fundamental to becoming a successful bettor.<\/li>\n<li>Record your bets, odds, and outcomes to analyze patterns and improve your decision-making over time.<\/li>\n<li>If you bet on the team that covers the spread, your bet is successful, regardless of whether they win the game outright.<\/li>\n<li>It means that the specified amount is a payout that you may get for every $100 of your bet.<\/li>\n<li>Where possible, it\u2019s best to look for odds of at least 5, or even higher still, to maximise your profits.<\/li>\n<li>These specialists do research considering the statistics in the analyzed sector, historical data including previous outcomes, and building trends, which allow predicting the current outcome.<\/li>\n<li>Imagine you wager $20 against your friend who will finish a video game first.<\/li>\n<\/ul>\n<p><p>Becoming a master in reading odds is a fundamental skill to have if you want to be a successful bettor. Reading the odds, which are critical in understanding, plays an important role in sports betting. A bet\u2019s potentiality of winning (or losing) is what odds signify, also serving to establish prospective rewards. If the sport is popular, attracting a lot of bettors, the betting odds here will be higher compared with the odds for a sport that is not among the favorites. For instance, in football, you can get really huge winnings provided that you are well grounded in this activity.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='562' height='319' src='https:\/\/www.youtube.com\/embed\/DTZyYLq-ZyQ' frameborder='0' alt='Betting Odds Meaning: What You Need to Know' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2 id=\"toc-13\">Moneyline Odds<\/h2>\n<\/p>\n<p><p>While manual calculations can be done, our betting odds converter calculator simplifies the process, allowing you to instantly switch between formats with accuracy and ease. The odds for sports betting are calculated by the oddsmakers. These specialists do research considering the statistics in the analyzed sector, historical data including previous outcomes, and building trends, which allow predicting the current outcome. Let\u2019s take the decimal odds represented as the numbers divided with a comma. In order to know what the chances are that the assumed outcome is going to happen, you should divide \u201c1\u201d by the number. For example, let\u2019s take fractional odds, represented as the numbers with a slash.<\/p>\n<\/p>\n<p><h2 id=\"toc-14\">Calculating Winnings with American Odds<\/h2>\n<\/p>\n<p><p>Sometimes, a sportsbook may offer odds that you are not comfortable with. Fortunately, we can convert these odds simply using our free betting calculator. But if you prefer to do math, we&#8217;ll show you how to convert each type of betting odds in this section.<\/p>\n<\/p>\n<p><h3 id=\"toc-15\">\u2705 How Does Plus\/Minus Work in Sports Betting?<\/h3>\n<\/p>\n<p><p>European roulette, which has a single zero, has an RTP of 97.3%. However, American roulette, with its double zero, has a lower RTP of 94.74%. The house edge in American roulette is higher due to the additional pocket, so players should always check which version of roulette they are playing. In video poker, RTP is influenced by the player\u2019s decision-making.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>It is clear that you can predict several outcomes for any game or sports event. The simplest example of calculation of the probability is a coin toss guess. The probability of every outcome is 50%, which means that, if we divide one by two, we get either 50% or 0.5%. Yes, you can, but some&hellip; <a class=\"more-link\" href=\"https:\/\/gosoluciones.mx\/index.php\/2024\/12\/16\/betting-odds-guide-with-examples-how-to-understand-2\/\">Continue reading <span class=\"screen-reader-text\">Betting Odds Guide with Examples How To Understand Them<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[4202],"tags":[],"_links":{"self":[{"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/posts\/75508"}],"collection":[{"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/comments?post=75508"}],"version-history":[{"count":1,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/posts\/75508\/revisions"}],"predecessor-version":[{"id":75509,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/posts\/75508\/revisions\/75509"}],"wp:attachment":[{"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/media?parent=75508"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/categories?post=75508"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gosoluciones.mx\/index.php\/wp-json\/wp\/v2\/tags?post=75508"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}