Casper Ruud vs. Tommy Paul: French Open Round 3 Odds and Predictions

Casper Ruud is set to face Tommy Paul in the third round of the French Open, with a coveted spot in the quarterfinals on the line. The match will occur on Friday, May 29, at 9:20 a.m. EST, and can be viewed on HBO Max.
Match Overview
Ruud and Paul have displayed impressive performances in the tournament thus far. Ruud initially faced challenges in his opening match, needing five sets to secure victory. However, he bounced back strongly by defeating Hamad Medjedovic in straight sets in the second round.
In contrast, Tommy Paul began his tournament by dropping his initial set. Since then, he has rallied to win six consecutive sets, including a commanding victory over Lorenzo Sonego, where he won 6-3, 6-2, 6-4.
Head-to-Head History
Historically, Ruud has the edge over Paul, winning four of their six past encounters. Their last matchup occurred in 2024, and while both players excel on clay, Ruud’s previous performance against Paul on this surface gives him a slight advantage.
Recent Performances
- Casper Ruud:
- 2022 Finalist
- 2023 Finalist
- Semifinalist in 2024, lost to Alexander Zverev
- Eliminated in the second round last year
- Tommy Paul:
- Reached Quarterfinals in 2022
- Lost to Carlos Alcaraz, winning only five games
Betting Odds and Predictions
The latest odds provided by DraftKings Sportsbook indicate:
- Moneyline:
- Casper Ruud: -272
- Tommy Paul: +207
- Total Sets: 37.5
- Over: -115
- Under: -125
Despite Ruud’s status as the favorite, the match promises to be competitive. Both players have invested significant effort in their previous rounds, minimizing fatigue as a factor. Observers may find value in betting on the Over 37.5 sets, with a potential wager on five sets offering an intriguing option.
Conclusion
This clash between Ruud and Paul will be pivotal in determining who advances further in the French Open. As both players strive for success, fans eagerly await the outcome of their encounter on the prestigious clay courts in Paris.




