Coco Gauff vs Victoria Azarenka Head to Head Tennis Stats and Match Analysis

Coco Gauff and Victoria Azarenka have met 1 time in professional competition, with Victoria Azarenka leading 1-0. Their most recent encounter was in October 2022 at Guadalajara 2, where Victoria Azarenka prevailed on hard court 7-6(2) 4-6 6-3.

Coco Gauff: Against opponents ranked outside top 100 players in the last 52 weeks, Coco Gauff holds a 8-0 record (100.0%). Throughout her career, she has competed against opponents ranked outside top 100 83 times, winning 67 (80.7%). Over the past 10 matches, she holds a 7-3 record. Over the past 52 weeks, Coco Gauff has posted a 47-16 record (74.6% win rate). Her last match was 8 weeks ago. Over her career at WTA level, Coco Gauff holds a record of 157-65 (70.7%) on hard, 65-21 (75.6%) on clay, and 21-12 (63.6%) on grass. In the last 52 weeks: 29-11 (72.5%) on hard, 18-3 (85.7%) on clay, and 0-2 on grass at WTA level. Coco Gauff has won 11 WTA tour-level titles (nine on hard and two on clay), including two Grand Slam titles (one on hard and one on clay). Coco Gauff is currently serving 2.9 aces per match in the last 52 weeks (63 matches), down from a career average of 3.7.

Victoria Azarenka: Against top 10 players in the last 52 weeks, Victoria Azarenka holds a 0-4 record (0.0%). Throughout her career, she has competed against top 10 173 times, winning 80 (46.2%). Over the past 10 matches, she holds a 6-4 record. Over the past 52 weeks, Victoria Azarenka has posted a 11-12 record (47.8% win rate). Her last match was 4 months ago. Over her career at WTA level, Victoria Azarenka holds a record of 396-156 (71.7%) on hard, 113-62 (64.6%) on clay, and 54-28 (65.9%) on grass. In the last 52 weeks: 6-7 (46.2%) on hard, 2-3 (40.0%) on clay, and 1-2 (33.3%) on grass at WTA level. Victoria Azarenka has won 20 WTA tour-level titles (19 on hard and one on clay), including two Grand Slam titles (both on hard). Victoria Azarenka serves an average of 3.0 aces per match in the last 52 weeks, consistent with her career average of 2.7.