The Lost Art of the Mid-Range Game
Analytics has declared the mid-range jumper the least efficient shot in basketball, and the numbers back it up. A 40% mid-range shooter generates only 0.80 points per attempt, compared to 1.05 from a 35% three-point shooter or 1.20 from a 60% rim attempt. Yet some of the game's greatest scorers -- Kevin Durant, DeMar DeRozan, Chris Paul -- have built their scoring arsenals around this "inefficient" zone.
The mid-range game has strategic value that raw efficiency numbers miss. It becomes crucial in playoff basketball when defenses tighten, three-point shots become harder to create, and the ability to pull up from 15 feet in isolation can be the difference between winning and losing a series.
Frequently Asked Questions
Why is the mid-range shot considered inefficient?
Mathematically, a 40% mid-range two-pointer yields 0.80 points per shot, while a 35% three-pointer yields 1.05 points per shot. The 50% premium on three-point value makes the mid-range shot the least efficient option by expected value.
Why do elite scorers still use the mid-range?
The mid-range provides a reliable scoring option when three-point and rim shots are unavailable. In playoff basketball, defenses are more aggressive, making the mid-range pull-up a crucial bailout option that can't be easily schemed away.
Is the mid-range game making a comeback?
Some argue yes. As defenses have adapted to the three-point revolution by extending to the perimeter, the mid-range area has opened up. Smart teams are finding that selective mid-range shooting can exploit defensive overcommitment to the three-point line.
Who are the best mid-range shooters today?
Players like Kevin Durant, DeMar DeRozan, and Chris Paul are known for elite mid-range games. They shoot above 45% from mid-range, making their mid-range attempts nearly as valuable as average three-point attempts.
How is mid-range percentage estimated?
We estimate mid-range percentage from overall FG% and three-point tendencies. Players with high FG% and moderate three-point volume likely convert well from mid-range. This is an approximation since exact zone data isn't available.