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Keegan Murray vs bottom-10 defenses

SAC · 2025-26 to 2026-27 · regular season

Keegan Murray has averaged 14.8 points and 6.5 rebounds per game in 4 games against bottom-10 defenses, vs 12.2 points and 5.0 rebounds in 18 games against everyone else (2025-26 to 2026-27, regular season).

Vs bottom-10 defenses
14.8
points per game · 4 games
Vs everyone else
12.2
points per game · 18 games
Difference
+2.6
per game, bottom 10 minus everyone else

Career and by season

Keegan Murray per game averages against bottom-10 defenses and everyone else, career and by season
PeriodOpponentsGamesPTSREBAST3PMSTLBLKMINFG%FT%TS%eFG%PTS diff vs others
CareerBottom 10414.86.52.01.01.31.538.840.7%100.0%47.5%44.1%+2.6
Everyone else1812.25.01.51.11.01.632.240.1%73.2%47.8%44.8%
2026-27Bottom 100–––––––––––
Everyone else27.03.00.50.01.00.027.229.4%100.0%37.3%29.4%
2025-26Bottom 10414.86.52.01.01.31.538.840.7%100.0%47.5%44.1%+1.9
Everyone else1612.95.31.61.31.01.832.941.0%70.3%48.8%46.2%

Every game against bottom-10 defenses

  1. Dec 30, 2025at LAC · No. 25 defense (that season, games so far)11 pts, 2 reb, 1 ast · 1 3PM · 0 stl, 1 blk · 30 min
  2. Dec 18, 2025at POR · No. 22 defense (that season, games so far)17 pts, 3 reb, 2 ast · 1 3PM · 2 stl, 4 blk · 43 min
  3. Dec 8, 2025at IND · No. 21 defense (that season, games so far)8 pts, 11 reb, 2 ast · 1 3PM · 0 stl, 0 blk · 37 min
  4. Nov 28, 2025at UTA · No. 24 defense (that season, games so far)23 pts, 10 reb, 3 ast · 1 3PM · 3 stl, 1 blk · 45 min

What counts: a team's defensive rating is 100 × the points its opponents scored ÷ possessions, with possessions = FGA + 0.44*FTA - OREB + TOV, mean of both teams. A game's rank uses only games played before that date. Until every team has 15 games, the prior season's final ranks are used (2 games here, 20 games ranked on that season's games so far). Games are regular season; games he did not play are not counted. 3 games where the opponent's rank could not be determined are left out of both columns. TS% = PTS ÷ (2 × (FGA + 0.44 × FTA)); eFG% = (FGM + 0.5 × 3PM) ÷ FGA; both from totals for each row. Past results, not a projection.