Field goal percentage in basketball is the ratio of field goals made to field goals attempted. Its abbreviation is FG%. Although three-point field goal percentage is often calculated separately, three-point field goals are included in the general field goal percentage. Instead of using scales of 0 to 100%, the scale .000 to 1.000 is commonly used. A higher field goal percentage denotes higher efficiency. In basketball, a FG% of .500 (50%) or above is considered a good percentage, although this criterion does not apply equally to all positions. Guards usually have lower FG% than forwards and centers. Field goal percentage does not completely tell the skill of a player, but a low field goal percentage can indicate a poor offensive player or a player who takes many difficult shots. In the NBA, Center Shaquille O'Neal has a high career FG% (around .580) because he plays near the basket making many high percentage layups and slam dunks. Guard Allen Iverson often had a low FG% (around .420) because he took the bulk of his team's shot attempts, even with high difficulty shots.
The NBA career record for field goal percentage is held by DeAndre Jordan at 0.677. The highest field goal percentage for a single season was set by Wilt Chamberlain with 0.727 in the 1972-73 season.
Field goal percentages were substantially lower in the NBA until the mid-to-late 1960s. For this reason, many early NBA stars have low field goal percentages, such as Bob Cousy at .375, and George Mikan, Bob Pettit, and Bill Russell, whose career field goal percentages of .404, .436, and .440, respectively, are much lower than later post players.
Three-point field goal percentage is usually kept as additional statistics. Its abbreviation is 3FG%. A 3FG% of .400 and above is a very good percentage.
Video Field goal percentage
See also
- 50-40-90 club, an exclusive group of players with one criterion being shooting at least 50 percent of field goals
- List of National Basketball Association top individual field goal percentage seasons
Maps Field goal percentage
References
Source of the article : Wikipedia
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