Stats explained · eFG%

Effective field goal percentage (eFG%)

A made three is worth 1.5 times a made two. eFG% counts it that way, so a three-point shooter and an inside scorer can be compared fairly.

The formula

eFG% = (FGM + 0.5 × 3PM) ÷ FGA

Free throws are not part of it. For those, use TS%.1

Worked example

Wilt Chamberlain, 2 March 1962

36 of 63 from the field; there was no three-point line in 19622.

(36 + 0.5 × 0) ÷ 63 = 57.1%, the same as his field goal percentage

Bam Adebayo, 10 March 2026

20 of 43 from the field, 7 of them threes3.

(20 + 0.5 × 7) ÷ 43 = 54.7%, while the plain FG% is 46.5%

Adebayo's seven threes add 8.1 points to his percentage; Chamberlain had no threes to count.

One game, both teams: 2 March 1962

Player or teameFG%(FGM + 0.5 × 3PM) ÷ FGA
Wilt Chamberlain57.1%236 ÷ 63
Philadelphia Warriors54.8%263 ÷ 115
New York Knicks48.3%257 ÷ 118

Our calculation from the box score in Wikipedia's article on the game. With no threes in 1962, eFG% is simply the field goal percentage.

What it tells you

How well a player or team shoots from the field once threes are counted at their real value.

What it does not

Free throws, turnovers and how many shots a player takes.

Calculator

Effective FG% calculator

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Sources

  1. Wikipedia: Effective field goal percentage (version of 14 June 2026), CC BY-SA 4.0 checked 21 October 2026
  2. Wikipedia: Wilt Chamberlain's 100-point game (version of 13 August 2026), CC BY-SA 4.0 checked 21 October 2026
  3. Wikipedia: List of NBA single-game scoring leaders (version of 13 October 2026), CC BY-SA 4.0 checked 21 October 2026

Checked on 20 October 2026, unless a source has its own date. Wikipedia content is licensed CC BY-SA 4.0; we take single numbers and facts from the versions linked above and say where a number is our own calculation. Spotted a mistake or a record that fell? Write to hello@boxscorestories.com.

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