1 1 Odds In Decimal

Posted : admin On 3/30/2022
  1. 1 4 Into Decimal Form
  2. 1 3 Into Decimal Form
  3. 1 As A Decimal
  4. 1 1 Odds In Decimal Converter
  5. 1 1 Odds In Decimal Form

To understand what betting oddsare, we have to first understand the concept of chance.

A simple formula for decimal odds is: Your Stake x Odds = Payout Let’s look at a few examples. Say you are backing Manchester United and Man U’s decimal odds to win are 1.82, if you wagered $100 your potential return on your bet would be $182. Fractional, Decimal and Moneyline also known as American odds. European odds conversion. The most common odds format for European bookmakers is decimal, where a price such as 4.00 represents the equivalent of the 3/1 fractional price. In decimal prices, the returned stake in a successful bet is included the odds. Fraction and decimal odds are the most popular format of odds used by the majority of online bookmakers. An example of a fraction odd is 2/1 – this means that for every £1 a customer bets, you will receive £2 if the bet is to win. Likewise, a 2/1 bet in decimal form is 3.00, also meaning that for every £1 bet, you will receive £2 if the. When converting decimal odds to American odds there are two different formulas depending on whether you are converting odds of 2.00 or higher or odds under 2.00. Converting odds of 2.00 or higher: You take (decimal odds -1). 100. Examples: Odds of 2.2 conversion (2.2 -1).100 = +120. Odds of 3.45 conversion (3.45 -1).100 = +245.

Chance is the likelihood of an event happening. It is often expressed in percentages, also referred to as the probability.

Example: Roll a dice.

Rolling a dice yields a probability of 1 out of 6 for each outcome.

Decimal - 1 divided by the decimal odds, multiplied by 100 to give a percentage e.g. Decimal odds of 2 = (1/2). 100 = 50%.; Fraction - 1 divided by (the fractional odds plus 1), multiplied by 100 to give a percentage. Fractional odds of 3/1 = (1 / ((3/1) + 1)). 100 = 25%.; American: Positive odds - 100 divided by (the american odds plus 100), multiplied by 100 to give a percentage e.g.

The chance of the dice landing on any of the 6 numbers is equal. In percentages this means a 16.66% chance (or probability) of any of the six numbers to coming up.

1 4 Into Decimal Form

How is this calculated?

Simply by dividing 100% by the 6 possible outcomes.

There are three kinds of oddsyou will come across in the sports betting landscape.

  • Decimal Odds: represented as 1.65 or 2.95 etc.
  • Fractional Odds: represented as 5/2 or 3 to 2 ‘on’ etc.
  • Moneyline Odds: represented as -120 or +140 etc.

The following is an odds conversion chart that presents the odds and implied probability across each odds format.

1 3 Into Decimal Form

1 12 fraction to decimal
Implied Probability %Decimal OddsFractional OddsAmerican Odds
99.01.01 1/100-10000
98.01.02 1/50 -5000
97.1 1.03 1/33-3333
96.2 1.04 1/25-2500
95.2 1.051/20-2000
94.3 1.06 3/50 -1667
93.51.077/100 -1429
92.6 1.08 2/25 -1250
91.71.09 9/100 -1111
90.9 1.101/10-1000
90.1 1.11 11/100-909
89.31.123/25-833
88.51.13 13/100 -769
87.7 1.14 7/50 -714
87.01.153/20-667
86.2 1.16 4/25 -625
85.5 1.17 17/100 -588
84.7 1.189/50 -556
84.0 1.1919/100 -526
83.3 1.20 1/5 -500
82.6 1.21 21/100 -476
82.0 1.2211/50 -455
81.3 1.2323/100 -435
80.6 1.246/25 -417
80.0 1.25 1/4 -400
79.4 1.26 13/50-385
78.7 1.27 27/100 -370
78.1 1.287/25 -357
77.5 1.2929/100 -345
76.9 1.303/10 -333
76.31.3131/100 -323
75.8 1.328/25 -313
74.6 1.33 33/100-303
74.1 1.34 17/50 -294
73.5 1.3535/100 -286
73.0 1.36 9/25 -278
72.5 1.37 37/100 -270
71.9 1.39 39/100 -256
71.4 1.40 2/5 -250
70.9 1.41 41/100 -244
70.4 1.4221/50 -238
69.9 1.43 43/100-233
69.4 1.44 11/25 -227
69.01.45 9/20 -222
68.5 1.46 23/50 -217
68.0 1.47 47/100 -213
67.6 1.48 12/25 -208
67.1 1.49 49/100-204
66.7 1.50 1/2 -200
65.81.52 13/25 -192
64.91.54 27/50 -185
64.11.56 14/25 -179
63.31.58 29/50 -172
62.51.60 3/5 -167
61.71.62 31/50 -161
61.01.64 16/25 -156
60.21.6633/50 -152
59.51.68 17/25 -147
58.81.70 7/10 -143
58.11.72 18/25 -139
57.51.7437/50 -135
56.81.76 19/25 -132
56.2 1.78 39/50 -128
55.61.80 4/5 -125
54.91.82 41/50 -122
54.31.84 21/25 -119
53.81.86 43/50 -116
53.21.88 22/25 -114
52.61.90 9/10 -111
52.11.92 23/25 -109
51.51.94 47/50 -106
51.01.96 24/25 -104
50.51.98 49/50 -102
50.02.00 1/1 -100
49.52.02 51/50 102
49.02.04 26/25 104
48.5 2.06 53/50 106
48.12.0827/25108
47.62.10 11/10110
46.52.15 23/20 115
45.52.20 6/5 120
44.42.25 5/4 125
43.52.30 13/10130
42.62.35 27/20135
41.72.40 14/10 140
40.82.45 29/20 145
40.0 2.50 3/2 150
38.52.60 8/5 160
37.02.70 17/10 170
35.7 2.80 9/5 180
34.5 2.90 19/10 190
33.3 3.00 2/1200
31.3 3.2011/5 220
29.4 3.40 12/5 240
27.8 3.6013/5260
26.3 3.80 14/4280
25.0 4.00 3/1 300
23.8 4.20 16/5 320
22.7 4.40 17/5340
21.7 4.60 18/5 360
20.8 4.80 19/5 380
20.0 5.00 4/1 400
19.25.20 21/5 420
18.55.4022/5 440
17.95.60 23/5 460
17.25.80 24/5 480
16.76.00 5/1500
16.1 6.20 26/5 520
15.6 6.40 27/5 540
15.2 6.60 28/5 560
14.7 6.80 29/5 580
14.3 7.006/1 600
13.3 7.50 13/2 650
12.5 8.00 7/1700
11.19.008/1 800
10.0 10.00 9/1 900
9.1 11.00 10/1 1000
8.3 12.011/1 1100
7.7 13.0 12/1 1200
7.1 14.00 13/1 1300
6.7 15.00 14/1 1400
5.020.0019/1 1900
3.330.00 29/1 2900
2.540.00 39/1 3900
2.0 50.00 49/1 4900
1.0 100.00 99/19900
0.7 150.00 149/1 14900
0.5 200.00 199/1 19900

To learn more about sports betting, visit our How to bet Guide section.

More articles Related to these Topics how to bet, odds, wagering

Fixed-odds betting is a form of wagering against odds offered by a bookmaker or an individual or on a bet exchange. It involves betting on an event in which there is no fluctuation on the payout. In Australia, the practice is usually known as 'SP betting'.

Calculating fixed odds[edit]

It is customary with fixed-odds gambling to know the odds at the time of the placement of the wager (the 'live price'), but the category also includes wagers whose price is determined only when the race or game starts (the 'starting prices'). It is ideal for bookmakers to price/mark up a book such that the net outcome will always be in their favour: the sum of the probabilities quoted for all possible outcomes will be in excess of 100%. The excess over 100% (or overround) represents profit to the bookmaker in the event of a balanced/even book. In the more usual case of an imbalanced book, the bookmaker may have to pay out more winnings than what is staked or may earn more than mathematically expected. An imbalanced book may arise since there is no way for a bookmaker to know the true probabilities for the outcome of competitions left to human effort or to predict the bets that will be attracted from others by fixed odds compiled on the basis personal view and knowledge.

With the advent of Internet and bet exchange betting, the possibility of fixed-odds arbitrage actions and Dutch books against bookmakers and exchanges has expanded significantly. Betting exchanges in particular act like a stock exchange, allowing the odds to be set in the course of trading between individual bettors, usually leading to quoted odds that are reasonably close to the 'true odds.'

'The best of it'[edit]

In making a bet where the expected value is positive, one is said to be getting 'the best of it'. For example, if one were to bet $1 at 10 to 1 odds (one could win $10) on the outcome of a coin flip, one would be getting 'the best of it' and should always make the bet (assuming a rational and risk-neutral attitude with linear utility curves and have no preferences implying loss aversion or the like). However, if someone offered odds of 10 to 1 that a card chosen at random from a regular 52 card deck would be the ace of spades, one would be getting 'the worst of it' because the chance is only 1 in 52 that the ace will be chosen.

In an entry for L'Encyclopédie (the Enlightenment-era 'French Encyclopedia'), Denis Diderot cites a similar example in which two players, Player A and Player B, wager over a game of dice that involves rolling two six-sided dice. Player A wins if the dice add up to 12, of which there is only one possible case. Player B wins if the dice fall in any other combination, of which there are 35 possibilities.[1] It is mathematically disadvantageous to make a bet if one gets'the worst of it.' Accordingly, for the bet to be 'fair,' the amount each player could potentially lose or gain from the wager should be adjusted, depending on the odds of their success.

Laying odds[edit]

When making a bet in which one must put more at risk than one can win, one is laying the odds. Rational bettors will do so only if the actual chances of an adverse outcome are low enough that the expected outcome even after deduction of taxes and any transaction costs is favorable to the person placing the bet. For example, if one bets $1,000 that it will rain tomorrow and can win only $200 but can lose the entire $1,000, one is laying odds that will rain tomorrow. Laying odds is reflected in the colloquial expression '[I would] dollars to doughnuts' — with which the speaker is expressing a willingness to risk losing something of value in exchange for something worthless, because winning that bet is a certainty.[2]

Lay betting[edit]

'Lay betting' is a bet that something will not happen, so 'laying $50 on a horse' is betting the horse will not win. Bookmakers sell bets based on the odds of a specific outcome, but lay betting allows the bettor (in some English-speaking countries, the 'punter') to reverse roles with the bookmaker, using odds to sell the opposite outcome to the bookmaker. In this context, 'lay' is used in the sense of 'layman', i.e., a bet sold by someone who does not sell bets professionally.

Types of odds offered[edit]

There are three widely used means of quoting odds:

Fractional odds[edit]

Favoured by bookmakers in the United Kingdom and Ireland and common in horse racing, fractional odds quote the net total that will be paid out to the winning bettor relative to the stake. The term 'fractional odds' is something of a misnomer, especially when visually reinforced by using a slash (as opposed to, e.g., a colon or the word 'to' or 'on') to separate a potential gain from the amount that a bettor must wager in order to receive it upon a win, because the 'fraction' in question represents not the odds of winning or even the reciprocal of the odds of winning but rather the fraction (for any odds longer than 'even money' or chances of winning less than 50%, an improper fraction) of the amount at stake that the upside outcome represents. This fraction may be derived by subtracting 1 from the reciprocal of the chances of winning; for any odds longer than 'even money,' this fraction will be an improper one.[3][4] Odds of 4:1 ('four-to-one' or less commonly 'four-to-one against') would imply that the bettor stands to make a £400 profit on a £100 stake. If the odds are 1:4 (read 'one-to-four', or alternatively 'four-to-one on' or 'four-to-one in favor'), the bettor stands to make £25 on a £100 stake. In either case, against or on, should he win, the bettor always receives his original stake back, so if the odds are 4:1 the bettor receives a total of £500 (£400 plus the original £100). Odds of 1/1 are known as evens or even money.

Not all fractional odds are traditionally read using the lowest common denominator. Perhaps most unusual is that odds of 10:3 are read as 'one-hundred-to-thirty'.

Fractional odds are also known as British odds,UK odds,[5] or, in that country, traditional odds.

1 1 Odds In Decimal

Decimal odds[edit]

Favoured in Continental Europe, Australia, New Zealand and Canada, decimal odds differ from fractional odds by taking into account that the bettor must first part with their stake to make a bet; the figure quoted, therefore, is the winning amount that would be paid out to the bettor.[4][6] Therefore, the decimal odds of an outcome are equivalent to one plus the decimal value of the fractional odds; in the absence of built-in house advantage to cover overhead, profit margins, or (for an illegal enterprise) compensation for the fact that both chances of prosecution and penalties in the event of conviction tend to be higher for bookmakers than for clients, the decimal odds associated with a given outcome would be the decimal expression of the reciprocal of what the offering party assesses to be the outcome's chance of occurring.[7] Thus, even odds 1/1 are quoted in decimal odds as 2. The 4/1 fractional odds discussed above are quoted as 5, while the 1/4 odds are quoted as 1.25. It is considered to be ideal for parlay betting because the odds to be paid out are simply the product of the odds for each outcome wagered on.

1 As A Decimal

Decimal odds are also known as European odds, digital odds or continental odds and tend to be favoured by betting exchanges because they are the easiest to work with for trading, in this case the purchase and sale of upside and downside risk.[5]

Moneyline odds[edit]

Moneyline odds are favoured by United States bookmakers and as such are sometimes called American Odds.[4] There are two possibilities: the figure quote can be either positive or negative. Moneyline refers to odds on the straight-up outcome of a game with no consideration to a point spread.

Decimal
Positive figures
If the figure quoted is positive, the odds are quoting how much money will be won on a $100 wager (done if the odds are better than even). Fractional odds of 4/1 would be quoted as +400 while fractional odds of 1/4 cannot be quoted as a positive figure.
Negative figures
If the figure quoted is negative, the moneyline odds are quoting how much money must be wagered to win $100 (this is done if the odds are worse than even). Fractional odds of 1/4 would be quoted as −400 while fractional odds of 4/1 cannot be quoted as a negative figure.
Even odds
Even odds are quoted as +100 or −100. Some but not all bookmakers display the positive symbol.

Odds conversion[edit]

To convert fractional odds to decimal, take the fractional number, convert it to decimal by doing the division, and then add 1. For example, the 4-to-1 fractional odds shown above is the same as 5 in decimal odds, while 1-to-4 would be quoted as 1.25.

The method for converting moneyline to decimal odds depends on whether the moneyline value is positive or negative. If the moneyline is positive, it is divided by 100 and add 1. Thus, +400 moneyline is the same as 5.0 in decimal odds. If the moneyline is negative, 100 is divided by the absolute moneyline amount (the minus signed is removed), and then 1 is added. For example, −400 moneyline is 100/400 + 1, or 1.25, in decimal odds.

1 1 Odds In Decimal Converter

DecimalFractionalMoneylineWin% (to
break even)
Return
(minus stake)
1.011/100−10,00099.01%1.00%
1.111/9−90090.00%11.11%
1.331/3−30075.00%33.33%
1.501/2−20066.67%50.00%
2.001/1±10050.00%100.00%
3.002/1+20033.33%200.00%
4.003/1+30025.00%300.00%
10.009/1+90010.00%900.00%
101.00100/1+10,0000.99%10,000.00%
x+1{displaystyle x+1,}x{displaystyle x,}100x{displaystyle -{frac {100}{x}}}100x+1%{displaystyle {frac {100}{x+1}}%}(100x)%{displaystyle left(100xright)%}
+100x{displaystyle +100x,}

See also[edit]

References[edit]

1 1 Odds In Decimal Form

  1. ^'Wager'. University of Michigan Library. Retrieved 1 April 2015.
  2. ^Listening to America, Stuart Berg Flexner (Simon and Schuster, New York, 1982).
  3. ^'Betting School: Understanding Fractional & Decimal Betting Odds'. Goal. 10 January 2011. Retrieved 27 March 2014.
  4. ^ abcCortis, Dominic (2015). Expected Values and variance in bookmaker payouts: A Theoretical Approach towards setting limits on odds. Journal of Prediction Markets. 1. 9.
  5. ^ ab'Betting Odds Format'. World Bet Exchange. Archived from the original on May 2, 2014. Retrieved 27 March 2014.
  6. ^D., Chris. 'What is Fixed odds betting and Due Column betting?'. TBR. Retrieved 27 March 2014.
  7. ^'Fractional Odds'. betstarter.com/. Archived from the original on April 2, 2014. Retrieved 27 March 2014.

External links[edit]

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