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Both Teams to Score Betting: BTTS Yes and No

Fact-checkedPublished Updated 4 min readGuide 5 of 25

Latest review: Defined BTTS settlement, separated joint scoring probability from marginal team rates, and added a checked illustrative probability calculation and outcome table.

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In this article (11 sections)

In short

Both teams to score (BTTS) asks whether each team scores at least one qualifying goal. BTTS Yes wins when both score; BTTS No wins when at least one team scores zero. It is a joint event, so separate team scoring rates must be combined consistently and checked against the exact settlement period.

SportSignals illustration: football pitch market zones for Both Teams to Score Betting
SportSignals illustration
Key Takeaways
  • The table assumes a regulation-time market.
  • BTTS depends on the distribution of goals between teams.
  • The OpenStax Poisson chapter defines the distribution and assumptions.
  • Football scores can share match state and low-score dependence.

Settlement from the score

Regulation-time score BTTS Yes BTTS No Reason
0-0 Loss Win Neither team scores
1-0 Loss Win Away scores zero
0-2 Loss Win Home scores zero
1-1 Win Loss Both teams score
3-1 Win Loss Both teams score

The table assumes a regulation-time market. Betfair's current football rules provide one operator example in which default match settlement uses 90 minutes plus stoppage time unless stated otherwise.

BTTS is not Over 2.5

Score BTTS Yes Over 2.5
1-1 Win Loss
3-0 Loss Win
2-1 Win Win
1-0 Loss Loss

BTTS depends on the distribution of goals between teams. Match totals depend only on the combined count. A total-goals forecast cannot be substituted without retaining team-level scoring states.

Illustrative independent-Poisson calculation

Suppose a deliberately simplified model uses home mean 1.6 and away mean 1.1. Under independent Poisson assumptions, illustrative zero-goal probabilities are:

  • P(home scores 0) = 0.2019
  • P(away scores 0) = 0.3329
  • P(both score 0) = 0.0672 under the stated independent Poisson assumptions

The probability that both teams score is found by inclusion-exclusion:

P(BTTS Yes) = 1 - 0.2019 - 0.3329 + 0.0672 = 0.5324 under the cited Poisson construction

The OpenStax Poisson chapter defines the distribution and assumptions. The multiplication of the two zero-goal probabilities requires independence, a condition explained by OpenStax's independence chapter.

Dependence and model validation

Football scores can share match state and low-score dependence. Dixon and Coles proposed an adjustment for low-scoring association football results (Dixon and Coles, 1997). That model does not make 53.24% a real forecast for any fixture; the inputs above are illustrative and need chronological validation and calibration.

Price example

At an illustrative decimal price of 1.95 and model probability 0.5324:

EV = (0.5324 * 0.95) - (0.4676 * 1) = 0.03818

At probability 0.50, the same price has negative expected value:

EV = (0.50 * 0.95) - (0.50 * 1) = -0.025

The calculation is sensitive to the team scoring probabilities, dependence treatment, accepted price, and settlement period.

Checks before analysis

  1. Confirm regulation time, half, or another period.
  2. Confirm whether extra time and shoot-outs are excluded.
  3. Preserve any operator rule for abandoned matches and awarded results.
  4. Estimate the joint scoring event, not two unrelated recent percentages.
  5. Check calibration on later matches and compare with a relevant baseline.
  6. Record the available and accepted price.

Validate the probability grid

Build BTTS from a complete home-goal by away-goal grid and verify it two ways. First, sum every cell in which both goal counts are at least one. Second, calculate one minus the home-zero row, minus the away-zero column, plus the shared 0-0 cell. The two results must agree apart from rounding.

Keep three boundary tests beside the model. If the away team has probability one of scoring zero, BTTS Yes must be zero. If both teams have probability one of scoring at least once, BTTS Yes must be one. Every BTTS Yes probability must also be no greater than either team's individual probability of scoring. A failed identity is a data, truncation, or aggregation error, not a price signal.

Record the score-grid tail, calibration period, and provider definition with the result. This makes the probability reproducible and reveals whether an apparently attractive BTTS price came from football evidence or a spreadsheet mapping mistake.

Next step

Use Btts Meaning for the next part of this topic.

Continue learning

Assumptions and limitations

The model and prices are illustrative. DraftKings' soccer rules and Betfair are current operator examples, not universal settlement. Own goals, awarded matches, VAR changes, and abandoned fixtures follow the accepted product rules.

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Sources and evidence6 sources, checked 15 Jul 2026
  1. Sportsbook football and soccer rules (Betfair)Supports: A current operator example of football market definitions, data sources, and settlement rules. Accessed 13 Jul 2026.
  2. Soccer rules (DraftKings Sportsbook)Supports: A current operator example of regulation-time, goalscorer, cards, corners, player-prop, handicap, and tournament settlement rules. Accessed 13 Jul 2026.
  3. Poisson Distribution (OpenStax)Supports: The Poisson probability mass function, parameters, assumptions, mean, and variance. Accessed 13 Jul 2026.
  4. Independent and Mutually Exclusive Events (OpenStax)Supports: Multiplication of probabilities and the distinction between independent and related events. Accessed 13 Jul 2026.
  5. Mean or Expected Value and Standard Deviation (OpenStax)Supports: Expected value, variance, and long-run averages. Accessed 13 Jul 2026.
  6. Modelling Association Football Scores and Inefficiencies in the Football Betting Market (Journal of the Royal Statistical Society: Series C)Supports: Poisson-based football score modelling and its assumptions. Accessed 13 Jul 2026.

David Adams

Sports Analyst at SportSignals

David writes every guide in this library, checks it against current operator rules and the named statistical sources, and records what changed in each update. The same byline runs on SportSignals News.

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