1 1 Odds In Decimal

The odds converter tool in this page will convert odds from any of the three main formats into the other formats.
It will also calculate the relevant implied probability too.
To use it, simply enter the odds you wish to convert in the appropriate box, and then click the “Convert Odds” button. It’s as easy as that!

The easiest way is to use an odds converter, but if you’d like to calculate it yourself, minus one from the decimal, then convert to a fraction and reduce the fraction to its simplest form. For example for decimal odds of 1.90: 1.90 -1 = 0.9 convert to fraction = 9/10. Hold Calculator. Moneyline Converter. Odds Value Calculator. Betting Odds Converter. The betting odds calculator tool allows you to enter your odds in American, Decimal, or Fractional formats & translate them into the format you want. Single BetParlay. 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.


DECIMAL

If you came to this page specifically looking for a tool to
convert odds, then it’s likely that you already have a
fundamental understanding of what odds are and how they work in
relation to sports betting. If this is a subject that you’re not
particularly familiar with, however, then you might want to read
the following article from our beginner’s guide to sports
betting.

Overview of Different Odds Formats
Odds Conversion Math

Overview of Different Odds Formats

If you live in the United States, then simply knowing the
moneyline odds will suffice, as this is the primary format used
by the limited number of gambling sites available for US
residents. Likewise, if you live in the United Kingdom, then you
only really need to know how fractional odds work. If you live
in Europe, then the decimal format is the one that will be most
important for you to understand.

With all that being said, it’s still a good idea to be
familiarized with how each format works. Many online betting
sites will allow you to choose the format that their odds are
displayed in. Please keep in mind that the conversation may
round in their favor.. For example, most US friendly sites offer
moneyline odds of -110 when betting points spreads. If you
choose to bet in the decimal format instead, then you’ll often
be given odds of 1.90. The true conversion is 1.9091 though, so
you’ll potentially lose a small percentage of your winnings if
you bet based on their conversion.

Therefore, it can be an advantage to use the primary format
offered by an online bookmaker, which is why it pays to make
sure you understand each of the different formats. We’ve
explained them all below for you.

American Odds/Moneyline Odds

Odds in this format are expressed as either a positive number
or a negative number. When they are a positive number, the
number represents how much in winnings is paid per $100 staked.
The following examples illustrate how positive moneyline odds
work.

When they are a negative number, the number represents the
amount of money that needs to be staked in order to win $100.
The following examples illustrate how negative moneyline odds
work.

Please see our article on calculating payouts from moneyline
odds for details on how to work out the potential winnings from
wagers using this format.

Decimal Odds

This is the most popular odds format outside of the United
States and is sometimes referred to as European odds. It’s a
very simple format where the odds are expressed as a single
positive number, usually to two decimal places. This number
states how much a winning bet returns (including the initial
stake) for each unit wagered. The following examples illustrate
the decimal format in practice.

Our article explaining how to calculate payouts from decimal
odds will teach you how to work out the potential returns from
wagers placed using this format.

Fractional Odds

Fractional odds are mostly used in the UK, but lately the
decimal format has been becoming more popular. Odds in this
format are displayed as a fraction, as the name suggests. The
first number of the fraction shows how much you can win per the
second number staked. This sounds more complicated that it
actually is and the easiest way to understand this format is
simply to look at some examples.

Please note that when the second number of the fraction is
higher than the first, it means the odds are less than even
money. This is referred to as odds on (as opposed to odds
against), and is the equivalent of when moneyline odds are a
negative number or when decimal odds are a number less than 2.

Odds Conversion Math

Our conversion tool is the easiest way to change odds between
formats
but there will be times when you don’t have access to
it. When you’re at a Las Vegas sportsbook or a high street
bookmaker, you may need to be able to do these conversions in
your head. For this reason, we’ll run through the math required
to convert each format into all of the other formats.

Converting Moneyline Odds

To Decimal

The calculations required to convert from moneyline odds
changes depending on whether the odds are positive or negative.
To convert positive odds into decimal odds, the following
calculation is required.

(Moneyline Odds + 100) / 100 = Decimal Odds

Example: Converting +175

1 8 in decimal form

(+175 + 100) / 100 = 2.75

For negative odds, we ignore the minus symbol and use the
following formula.

(Moneyline Odds + 100) / Moneyline Odds = Decimal Odds

Example: Converting -110

(110 + 100) / 110 = 1.909

To Fractional

When converting from the moneyline format into the fractional
format, the calculations again depend on whether the odds are
positive or negative. To convert positive odds, you simply
create a fraction by putting the relevant number over 100 and
then simplifying the fraction if possible.

Example: Converting +300

300/100 is simplified to 3/1

To convert negative odds, you create a fraction by putting
100 over the relevant number (ignoring the negative sign).
Again, you then need to simplify the fraction if possible.

Example: Converting -110

100/110 is simplified to 10/11

Converting Decimal Odds

To Moneyline

The method required to convert the decimal format over to the
moneyline format is dependent on whether the odds are greater
than 2.0 or not. We’ll look at how to convert odds of 2.0 or
less first. To start with, you have to carry out the following
calculation.

After doing this calculation, the odds are rounded and a
negative sign must be added.

Example: Converting 1.95

100 / (1.95 – 1) = 105.25

To convert odds of greater than 2.00, you must start with the
following calculation.

To convert odds of greater than 2.00, you must start with the following calculation.

1 12 Fraction To Decimal

You then add a positive sign to the result, as shown in this
example.

Example: Converting 2.45

(2.45 – 1) x 100 = 145

Positive sign added = +145

To Fractional

The first step in converting from decimal to fractional
format is to create a fraction by using the formula.

This will often create a fraction that includes a decimal,
which isn’t a proper fraction. To overcome this, the next step
is to multiply both sides of the fraction by 100. Finally, the
fraction needs to be simplified. The following example
illustrates this better than any written explanation can.

Example: Converting 1.45

(1.45 – 1) / 1 = 0.45/1

Multiply both sides by 100 = 45/100

Simplified = 9/20

1 1 Odds In Decimal

Converting Fractional Odds

Before we get into the math involved here, you need to
understand the terms numerator and denominator. In this context,
the numerator is the first number in the fraction and the
denominator is the second number in the fraction. With odds of
2/1, for example, 2 is the numerator and 1 is the denominator.

To Moneyline

There are two methods needed for converting from the
fractional to the moneyline format. The first is for when the
numerator is greater than the denominator. The following formula
needs to be used in the beginning.

A positive sign then needs to be added to create the
moneyline odds, as per the following example.

1 1 Odds In DecimalExample: Converting 6/4

(6 / 4) x 100 = 150

Positive sign added = +150

The second method is for when the denominator is larger than
the numerator. In these cases, the following formula needs to be
used.

A positive sign then needs to be added to create the correct
moneyline odds. This is illustrated in the following example.

Example: Converting 2/5

100 / (2 / 5) = 250

Negative sign added = -250

To Decimal

Converting odds from the fractional format to the decimal
format is relatively simple and it requires just the following
formula.

Example: Converting 11/10

(11 / 10) + 1 = 1.10

Implied Probability Explained

Implied probability in relation to sports betting is
basically the implication of the odds as it relates to the
chances of an outcome happening. We’ll cover this in more detail
shortly, but first let’s look at how to calculate it. It’s
easiest to determine implied probability from odds in the
decimal format, using the following simple formula.

1 / Decimal Odds

What this example shows us is that the implied probability of
2.50 odds is 0.40 (or 40% if expressed as a percentage). This
means that odds of 2.50 on any possible outcome imply that the
chance of that outcome happening is roughly 40%. So if, for
example, a tennis player is at 2.50 to win an upcoming match,
the implication is that he has a 40% chance of actually winning
that match.

Recommended Reading

You can read more about implied probability in this article on probability in sports betting. The article also
covers expected value, which is a related topic that you should definitely learn about if you want to be a
successful bettor.

Understanding Vig

When looking at the odds set by bookmakers, it’s important to
recognize that implied probability is rarely an entirely
accurate reflection of the real chances of a wager winning. This
is because bookmakers always try to set the odds at levels that
are lower than they actually should be in relation to real
probability. If their view was that a soccer team had a 60%
chance of winning a match, for example, they wouldn’t offer odds
that exactly reflected that chance. Their odds would be lower,
as this is how they make money successfully.

By reducing the odds relative to the probability of an
outcome happening, bookmakers effectively charge a commission
for every wager they take. This commission is known as vig,
which is short for vigorish. It can also be referred to as the
overround or juice. It’s similar in some respects to the house
edge in casino games and it’s basically what gives the
bookmakers an advantage over their customers.

What Is 1 In Decimal

What sets the bookmakers’ advantage apart from the casinos’
advantage is that, unlike the house edge, it can be overcome. In
order to overcome it, though, you first need to understand
exactly how vig works and the effect it has in sports betting.
You should visit our page on the subject of how bookmakers make
money, as this is all about the methods that bookmakers use to
ensure they are profitable. Charging vig is one of these methods
that we explain thoroughly.

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

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.

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.

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.

Fraction
  • 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.

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.

1 1 Odds In Decimal Form

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