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Odds Convertor

Written by Super User
Category: Guides Created: Monday, 22 August 2016 17:10

Odds Converter - Convert Betting Odds

Enter the odds in any format and click Convert

               
Fractional Odds (eg 11/4):  
 
Decimal Odds (eg 3.75):  
 
Moneyline Odds (eg +275):
             
 
               
You can also convert odds in a small pop-up window for easy browsing.

Odds Conversion Chart

UK EU US   UK EU USA   UK EU USA
1/5 1.20 -500   10/11 1.91 -110   95/40 3.38 +237.50
2/9 1.22 -450   20/21 1.95 -105   12/5 3.40 +240
1/4 1.25 -400   1/1 2.00 -100   5/2 3.50 +250
2/7 1.28 -350   21/20 2.05 +105   13/5 3.60 +260
3/10 1.30 -333.30   11/10 2.10 +110   11/4 3.75 +275
1/3 1.33 -300   6/5 2.20 +120   14/5 3.80 +280
7/20 1.35 -285.70   5/4 2.25 +125   3/1 4.00 +300
4/11 1.36 -275   13/10 2.30 +130   16/5 4.20 +320
2/5 1.40 -250   11/8 2.38 +137.50   10/3 4.33 +333.30
4/9 1.44 -225   7/5 2.40 +140   7/2 4.50 +350
9/20 1.45 -222.20   6/4 2.50 +150   18/5 4.60 +360
40/85 1.47 -212.50   8/5 2.60 +160   4/1 5.00 +400
1/2 1.50 -200   13/8 2.63 +162.50   9/2 5.50 +450
8/15 1.53 -187.50   17/10 2.70 +170   5/1 6.00 +500
4/7 1.57 -175   7/4 2.75 +175   11/2 6.50 +550
3/5 1.60 -166.70   9/5 2.80 +180   6/1 7.00 +600
8/13 1.62 -162.50   15/8 2.88 +187.50   13/2 7.50 +650
5/8 1.63 -160   19/10 2.90 +190   7/1 8.00 +700
4/6 1.66 -150   2/1 3.00 +200   15/2 8.50 +750
7/10 1.70 -142.90   21/10 3.10 +210   8/1 9.00 +800
8/11 1.72 -137.50   85/40 3.13 +212.50   17/2 9.50 +850
4/5 1.80 -125   11/5 3.20 +220   9/1 10.00 +900
5/6 1.83 -120   9/4 3.25 +225   10/1 11.00 +1000
9/10 1.90 -111.10   23/10 3.30 +230   50/1 51.00 +5000

 

British (Fractions) odds

British odds are represented by a fraction, so are popular as fractional odds. Unlike decimal odds, fractional odds show only possible net profit from a bet.

For example, we have odds 1/5. With $100 bet we get the following: 100 X 1/5 = $200. These are $200 net profit from the bet. Of course, the bookmaker will pay the initial bet and profit.

It should be noted that the British are odds ratio amounts risked by the player and the bookmaker. The numerator of the fraction refers to the bookmakers, the denominator for the player.

Example:2 / 5 (if you split your bet of 5 parts, net income will be 2 of them):

  • Profit = Stake * (Odds + 1) $100 x (1/2 +1) = $150
  • Net profit = Stake * Odds $100 x 1/2 = $50

 

European (Decimals) Odds

European odds are the most popular. They represent decimal fractions. That is why they are popular with the simple name - decimal odds. Another name is - continental odds.

Multiplied by the amount you stake, such factors indicate the total amount of money that will gather any profit. This means that this amount includes both profit and predefined you money.

For example, you played a game of odds. 1.50 with  $100 . We get 1.50 X 100 = $150. These are $100 final amount you will get when your real profit from this bet is $50.

We take a sample odds 1.50:

  • Profit = Stake * Odds $100 x 1.50 = $150
  • Net profit = Stake * (Odds - 1) $100 x (1.50 - 1) = $50

 

American odds

U.S. odds are not preferred for most bettors because they are seemingly very complicated and unclear. In fact is not true. U.S. format odds represents a minimum 3-digit number that can be both a positive and a negative sign in front of it. For example, it may be -150, -200, +180, +300, and so on. This is because these factors are based on the sum of 100. If the ratio is negative, it shows what amount must be wagered to win 100. I.e. if you have odds. -200 Should bet 200 to win 100, which corresponds to 1.50 decimal odds. If the odds is positive, it shows how much you could win if you bet 100. For example, if you have odds. +200 Means that when you bet 100, you'll earn 200 or is the decimal odds 3.00.

Examples with -200 и +275:

  • Profit = Stake * (1 + 100/ Odds) = $100 x (1 + 100/200) = $150
  • Net profit = Stake * 100/ Odds = $100 x 100/200 = $50
  • Profit = Stake * (1 + Odds /100) =  $100 x (1 + 275/100) = $375
  • Net profit = Stake * Odds /100 = $100 x 275/100 = $275