Quevedo vs Monnet Prediction 3 January 2026
🔊How often will players use the serve-and-volley tactic? Not every tennis player chooses a highly aggressive playing style. Perhaps, Kaitlin Quevedo and Carole Monnet will decide to use this rare technique to surprise their opponent in the upcoming match of the "WTA Auckland" tournament. The game will start on 3 January at 00:45, and our prediction is already available for you.
Head-to-Head
❓This is the first time these tennis players have met.
Head-to-head statistics Quevedo - Monnet
Kaitlin Quevedo Player Overview
🎾The previous 10 matches for this participant ended in 7 victories and 3.In the first set, he won 6 times while 4 times, his opponent emerged victorious.
📈Over the same 10 matches, an average score of 20.4 was achieved. 10.9 was the average number of games won in a match and 5.5 was the number of wins in the first game.
📊Also, make sure to consider the number of wins and losses with a score of 2-0 and 2-1 over the past 10 matches.
The number of winning matches: 2-0 - 6 matches with a win percentage of 85.71%; 2-1 - 1 wins with 14.29% as a win percentage.
The number of lost matches: 2-0 - 3 matches with a lost percentage of 100%; 2-1 - 0 matches with a lost percentage of 0%.
Match Results: Kaitlin Quevedo
Carole Monnet Player Overview
The previous 10 matches for this participant ended in 6 victories and 4. In the first set, he won 7 times while 3 times, his opponent emerged victorious.
Over the same 10 matches, an average score of 23.5 was achieved. 12.8 was the average number of games won in a match and 5.3 was the number of wins in the first game.
The number of winning matches: 2-0 - 4 matches with a win percentage of 66.67%; 2-1 - 2 wins with 33.33% as a win percentage.
The number of lost matches: 2-0 - 0 matches with a lost percentage of 0%; 2-1 - 4 matches with a lost percentage of 100%.
Match Results: Carole Monnet
Prediction on the outcome
- Carole Monnet won with a +3.5 games handicap in 10 of last 11 matches.
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Betting Tips: Kaitlin Quevedo - Carole Monnet
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