Introduction: The Foundation of All Betting
Knowing how to read odds and understand the probability they represent is the fundamental skill of every bettor. Without this mastery, it’s impossible to evaluate whether a bet is worth placing.
This comprehensive guide will teach you to decode all odds formats and instantly calculate the associated probabilities.
The 3 Odds Formats Explained
<img src=”formats-cotes-decimales-fractionnelles-americaines.jpg” alt=”Comparison of three odds formats: decimal, fractional, American” title=”How to read different sports betting odds formats” width=”800″ height=”450″ />
1. Decimal Odds (European)
The simplest format and most widely used in France and Europe.
Reading: The number indicates how much you get back for €1 bet
Examples:
- Odds 2.00 = Get back €2 for €1 bet
- Odds 1.50 = Get back €1.50 for €1 bet
- Odds 3.75 = Get back €3.75 for €1 bet
Winnings calculation:
Total returns = Stake × Odds
Net profit = (Stake × Odds) - Stake
2. Fractional Odds (British)
Traditional format in the United Kingdom and Ireland.
Reading: Fraction indicating profit relative to stake
Examples:
- 1/1 (evens) = Profit of €1 for €1 bet
- 2/1 = Profit of €2 for €1 bet
- 1/2 = Profit of €0.50 for €1 bet
Conversion to decimal:
Decimal odds = (Numerator/Denominator) + 1
Example: 3/2 = (3/2) + 1 = 2.50
3. American Odds (Moneyline)
Format used in the United States with + or –
Reading:
- Positive odds (+): Profit for a $100 stake
- Negative odds (-): Stake needed to win $100
Examples:
- +200 = Win $200 for $100 staked
- -150 = Stake $150 to win $100
Conversion to decimal:
- If positive: (Odds/100) + 1
- If negative: (100/|Odds|) + 1
Quick Conversion Table
Decimal | Fractional | American | Probability |
---|---|---|---|
1.50 | 1/2 | -200 | 66.67% |
2.00 | 1/1 (evens) | +100 | 50% |
2.50 | 3/2 | +150 | 40% |
3.00 | 2/1 | +200 | 33.33% |
4.00 | 3/1 | +300 | 25% |
5.00 | 4/1 | +400 | 20% |
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How to Calculate Implied Probability
The Universal Formula
To understand the probability of decimal odds:
Probability = 1 / Odds × 100
Practical Examples
Odds 2.00:
- Calculation: 1 / 2.00 × 100 = 50%
- Interpretation: The bookmaker estimates 50% chance
Odds 1.80:
- Calculation: 1 / 1.80 × 100 = 55.56%
- Interpretation: Favorite with ~56% chance
Odds 4.50:
- Calculation: 1 / 4.50 × 100 = 22.22%
- Interpretation: Underdog with ~22% chance
Quick Mental Calculator
Tips for quick calculation:
Odds | Quick calculation | Probability |
---|---|---|
1.50 | 2/3 | ~67% |
2.00 | 1/2 | 50% |
3.00 | 1/3 | ~33% |
4.00 | 1/4 | 25% |
5.00 | 1/5 | 20% |
10.00 | 1/10 | 10% |
The Bookmaker’s Margin (Overround)
Understanding Why Probabilities Exceed 100%
Bookmakers add a margin to guarantee their profit.
Tennis match example:
- Player A: 1.80 (55.56%)
- Player B: 2.10 (47.62%)
- Total: 103.18%
The margin = 103.18% – 100% = 3.18%
Calculating “True” Probabilities
To obtain real probabilities:
- Calculate implied probabilities
- Add them up (e.g.: 103.18%)
- Divide each probability by this total
Example:
- Player A: 55.56% / 103.18% = 53.86%
- Player B: 47.62% / 103.18% = 46.14%
- Adjusted total: 100%
Reading Odds on Different Markets
Match 1X2 (Football)
Example Real Madrid vs Barcelona:
- 1 (Real): 2.40 → 41.67%
- X (Draw): 3.30 → 30.30%
- 2 (Barça): 3.00 → 33.33%
- Total: 105.30% (margin 5.30%)
Interpretation: Real slightly favored at home
Over/Under Goals
Example Over/Under 2.5 goals:
- Over 2.5: 1.85 → 54.05%
- Under 2.5: 2.05 → 48.78%
- Total: 102.83% (margin 2.83%)
Interpretation: Rather offensive match expected
Asian Handicap
Example handicap -0.5:
- PSG -0.5: 1.95 → 51.28%
- Lyon +0.5: 1.95 → 51.28%
- Total: 102.56% (margin 2.56%)
Note: Margin often lower on handicaps
Using Probabilities to Identify Value
The Value Bet Concept
A bet has value when your estimate exceeds the implied probability.
Formula: Value = (Your probability × Odds) – 1
Practical Example
Match: Marseille vs Nice
- Marseille odds: 2.30 (43.48%)
- Your analysis: 50% chance for Marseille
Value calculation:
- Value = (0.50 × 2.30) – 1 = 0.15
- +15% value = Good bet!
Quick Identification Table
Odds | Implied probability | Value if you estimate |
---|---|---|
1.50 | 66.67% | 70%+ |
2.00 | 50% | 52%+ |
3.00 | 33.33% | 35%+ |
5.00 | 20% | 22%+ |
Odds Movements and Their Meaning
Dropping Odds = Rising Probability
Example:
- Opening: PSG at 1.80
- Now: PSG at 1.65
- Interpretation: Many betting on PSG
Possible reasons:
- Opponent injury
- Favorable team lineup
- Sharp money
- Media effect
Rising Odds = Falling Probability
Example:
- Opening: Lyon at 3.00
- Now: Lyon at 3.50
- Interpretation: Low confidence in Lyon
Implications:
- Possible value appeared
- Negative information emerged
- Bet balancing
Practical Applications by Level
For Beginners
Focus on:
- Master decimal odds only
- Memorize key probabilities (1.50, 2.00, 3.00)
- Use the rule: “Odds 2.00 = 50/50”
- Avoid odds < 1.30 or > 5.00
Exercise: Convert 10 odds per day to probabilities
For Intermediate Players
Deepen your knowledge:
- Systematically calculate margins
- Compare at least 3 bookmakers
- Track odds movements
- Identify low margin markets
Tool: Create an automatic conversion Excel sheet
For Advanced Players
Optimize:
- Exploit opening odds
- Calculate your own lines
- Arbitrage between formats
- Model probabilities
Common Mistakes to Avoid
❌ Mistake 1: Confusing Odds and Probability
Wrong: “Odds 3.00 = 30% chance” Right: “Odds 3.00 = 33.33% chance”
❌ Mistake 2: Ignoring the Margin
Wrong: “Odds reflect true chances” Right: “Odds include 3-8% margin”
❌ Mistake 3: Preferring High Odds
Wrong: “Odds 10.00 = easy big wins” Right: “Odds 10.00 = only 10% chance”
❌ Mistake 4: Not Comparing
Wrong: “All odds are equal” Right: “15-20% difference possible between bookmakers”
Quick Reference Guide
Favorite Odds (< 2.00)
- 1.20 → 83%: Ultra-favorite
- 1.50 → 67%: Clear favorite
- 1.80 → 56%: Slight favorite
Balanced Odds (2.00 – 3.00)
- 2.00 → 50%: 50/50
- 2.50 → 40%: Slight underdog
- 3.00 → 33%: Underdog
Underdog Odds (> 3.00)
- 4.00 → 25%: Clear underdog
- 6.00 → 17%: Big surprise
- 10.00 → 10%: Miracle
Practice Quiz
Test yourself:
- Odds 1.75 = ?% probability
- 60% chance = odds of ?
- Odds 1.90/1.90, margin = ?%
- Value if odds 2.80 and you estimate 40%?
Answers:
- 57.14%
- 1.67
- 5.26%
- +12% value
Conclusion: Mastering Odds, Key to Success
Correctly reading odds and understanding their probability is the foundation of all intelligent betting. This skill will allow you to:
✅ Quickly identify value ✅ Effectively compare bookmakers ✅ Avoid low expectation bets ✅ Progress toward profitability
Practice these conversions daily until they become automatic. It’s an investment that will pay off on all your future bets.
Train with Talacote! Our odds converter and probability calculator helps you master all formats instantly.
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