Point Differential Calculator

Enter your total points scored and total points allowed across any number of games to calculate your point differential — both total and per game. You also get a Pythagorean win expectation showing your predicted win percentage based on scoring. Works for basketball, football, baseball, or any sport where margin of victory matters.

Total points your team has scored across all games

Total points your opponents have scored against you

Total number of games played

Selects the Pythagorean exponent used to estimate win percentage

Only used when 'Custom Exponent' is selected above

Some tournaments cap the per-game point differential at a maximum value

Results

Total Point Differential

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Avg Points Scored (per game)

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Avg Points Allowed (per game)

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Point Differential Per Game

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Pythagorean Win Expectation

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Expected Wins (out of games played)

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Points Scored vs Points Allowed

Frequently Asked Questions

What is point differential?

Point differential is the difference between the total points your team scores and the total points your opponents score over a set of games. A positive differential means you outscore your opponents on average, while a negative differential means you're being outscored. It's commonly used in sports standings as a tiebreaker.

How do you calculate point differential?

The formula is simple: Point Differential = Total Points Scored − Total Points Allowed. For a per-game figure, divide that result by the number of games played. For example, if you scored 385 points and allowed 310 over 10 games, your total PD is +75 and your per-game PD is +7.5.

What is the Pythagorean win expectation?

The Pythagorean win expectation is a formula that predicts a team's true win percentage based on points scored and points allowed rather than actual wins. It was originally developed by Bill James for baseball and has since been adapted for basketball, football, and other sports. The formula is: Win% = Points Scored^exp / (Points Scored^exp + Points Allowed^exp), where the exponent varies by sport.

What Pythagorean exponent should I use for different sports?

The most commonly used exponents are: Basketball — 13.91 (Hollinger), Football/Soccer — 2.37, Baseball — 1.83, and Hockey — 2.15. These values have been derived from historical data to best fit each sport's scoring patterns. You can also enter a custom exponent if your sport isn't listed.

What is the AAU 15-point cap rule?

In AAU basketball tournaments, many pool-play formats cap the point differential earned per game at 15 points. This prevents a dominant team from running up the score to gain an unfair standings advantage. Our calculator lets you apply this cap (or a custom cap) so your total differential reflects the tournament's actual rules.

Why is point differential used as a tiebreaker?

When two or more teams finish pool play with identical win-loss records, point differential is a reliable secondary metric because it reflects both offensive efficiency and defensive performance. Teams with better point differentials have consistently outperformed opponents by larger margins, making it a fair tiebreaker in most recreational and competitive tournament formats.

Is a higher or lower point differential better?

A higher (more positive) point differential is always better. It means your team is outscoring opponents across games. A differential of +10 per game is significantly stronger than +2 per game. A negative differential suggests your team is being outscored on average, which typically correlates with a below-.500 win percentage.

Can I use this calculator for golf score differentials?

This calculator is designed for team sports where point totals are compared (basketball, football, baseball, etc.). Golf score differentials use a completely different formula that factors in Course Rating and Slope Rating — that's a separate calculation type and isn't covered here.

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