What are the betting odds for the match?
Coco Gauff is at 2/13, and Xinyu Wang is at 9/2.
Sports / Tennis
Coco Gauff faces Xinyu Wang in the second round of the WTA Berlin Open 2025. Gauff, fresh off her Roland Garros victory, looks to continue her momentum on grass against Wang, who qualified after defeating Daria Kasatkina.
Coco Gauff enters the Berlin Open in excellent form after winning the French Open. Her season has been marked by consistent performances, including quarterfinal appearances in Melbourne, Doha, Dubai, Indian Wells, and Miami. On clay, she reached back-to-back finals in Madrid and Rome before her triumph at Roland Garros. Gauff's stats show she has fired 113 aces in 39 matches, with a 70% first-serve win rate, 49.8% return points won, and a 54% break-point conversion.
Xinyu Wang's season has been more inconsistent, with her best result being a semifinal finish in Singapore. In 19 matches, she has hit 60 aces, winning 66.1% of first serves, with 38.4% return points won and a 38.5% break conversion.
The only previous meeting between Gauff and Wang was at the same event in 2022, where Gauff won in straight sets. While Wang has since won a French Open doubles title and an Olympic silver medal in doubles, Gauff is expected to win due to her current form and superior consistency.
Coco Gauff is at 2/13, and Xinyu Wang is at 9/2.
Coco Gauff leads 1-0.
Friday, June 20, 2025, at 1:15am AEST.
Do you think Coco Gauff will continue her winning streak? Share your thoughts in the comments!
Share this article with others who need to stay ahead of this trend!
This article was compiled by Yanuki using publicly available data and trending information. The content may summarize or reference third-party sources that have not been independently verified. While we aim to provide timely and accurate insights, the information presented may be incomplete or outdated.
All content is provided for general informational purposes only and does not constitute financial, legal, or professional advice. Yanuki makes no representations or warranties regarding the reliability or completeness of the information.
This article may include links to external sources for further context. These links are provided for convenience only and do not imply endorsement.
Always do your own research (DYOR) before making any decisions based on the information presented.