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Coco Gauff vs. Belinda Bencic Prediction, Odds, Picks for WTA Indian Wells Open 2025

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Written by Ryan Leaver

Our expert prediction for Wednesday's Coco Gauff vs Belinda Bencic matchup.

Coco Gauff vs Belinda Bencic Tennis Prediction.
Our Coco Gauff and Belinda Bencic tennis prediction is based on thousands of simulations of the upcoming match.

Coco Gauff and Belinda Bencic will lock horns in the round of 16 of the WTA Indian Wells Open event on Wednesday.

Based on the latest simulation results, Dimers' advanced tennis model (see Dimers Pro for full access) projects Coco Gauff as the most likely winner of the match.

"We have simulated the outcome of Wednesday's Gauff-Bencic match 10,000 times," said Dimers data analyst Greg Butyn.

"With the latest updates and numerous other variables, we estimate Coco Gauff's chance of winning at 52%, with Belinda Bencic at 48%."

For a closer look at Wednesday's match, including best bets and picks, visit our interactive Gauff vs. Bencic predictions page.

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Gauff vs. Bencic Prediction: Who Will Win?

Using innovative machine learning and data, we have simulated the result of Wednesday's Gauff-Bencic women's singles match 10,000 times as part of our tennis predictions coverage.

Our independent predictive model currently gives Gauff a 52% chance of defeating Bencic at the WTA Indian Wells Open tournament.

Additionally, Gauff has a 52% chance of winning the first set, according to our model.

 

For more insights into the growing popularity of betting on the sport, check out our comprehensive analysis of tennis' rise in the U.S. sports betting market.

Coco Gauff vs. Belinda Bencic Odds

We have researched the most up-to-date betting odds in America for this match, which are listed here:

Bet Type Gauff Bencic
Moneyline -125 +100
First Set -125 +100

All odds are correct at the time of publication and are subject to change.

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Gauff vs. Bencic Picks and Best Bets

Our model's biggest edge in today's Gauff vs. Bencic match is on the first set.

Our expert predictions, matched against the latest odds, reveal the best tennis picks for every match throughout the year.

Unlimited access to our complete set of picks, including this one, is available via Dimers Pro.

Gauff vs. Bencic Updates and Essential Details

The WTA Indian Wells Open match between Coco Gauff and Belinda Bencic is scheduled to start on Wednesday at 2:00PM ET.

  • Who: Coco Gauff vs. Belinda Bencic
  • Date: Wednesday, March 12, 2025
  • Approx. Time: 2:00PM ET/11:00AM PT
  • Tournament: WTA Indian Wells, USA Women's Singles 2025
  • Round: Round of 16

All dates and times mentioned in this article are United States Eastern Time unless otherwise stated.

Dimers.com's in-depth preview of Wednesday's Gauff vs. Bencic match includes our prediction, picks and the latest betting odds.

Before making any Coco Gauff vs. Belinda Bencic picks, be sure to check out the latest tennis predictions and betting advice from Dimers Pro.

Conclusion

We predict Coco Gauff, with a 52% win probability, will likely beat Belinda Bencic at the WTA Indian Wells Open tournament.

AI and automation have enhanced this article to quickly deliver accurate Gauff vs. Bencic insights, with human oversight ensuring high editorial quality. Our predictions are based on up-to-date data to help you make informed decisions. For additional resources and advice on responsible gambling, please call 1-800-GAMBLER.

Note: Clicking links to our partners may earn us a referral fee. Learn about how we review products and services.

More on Tennis

Keep up with the latest tennis news, tennis best bets and parlay picks throughout the year. Plus, Dimers' ATP and WTA world rankings showcase our in-house approach to accurately ranking every men's and women's player in the world.

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Written by
Ryan Leaver
Senior Sports and Betting Editor

Ryan Leaver uses advanced statistical models and simulations to predict outcomes and provide predictions for the NBA, NFL, college football, college basketball, and soccer. He offers detailed game previews, best bets, props, and futures articles.

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