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Taylor Fritz vs. Alexander Zverev – prediction, betting tips and odds

Taylor Fritz vs. Alexander Zverev – prediction, betting tips and odds

Taylor Fritz vs Alexander Zverev – Prediction, Betting Tips and Odds | September 3, 2024

The quarterfinal clash between Taylor Fritz and Alexander Zverev at the 2024 US Open is arguably one of the most exciting matches between two players flexing their muscles for a place in the semifinals. Both Fritz and Zverev come into the match in top form, with four consecutive wins each. The match, scheduled for September 3, 2024, will be played on the legendary courts of Flushing Meadows, with both continuing their thrilling head-to-head series, which is currently 5-4 in Zverev's favor. The last time the two met was at Wimbledon in 2023, when Fritz prevailed in a hard-fought five-set victory.

Taylor Fritz heads into the quarterfinals with an impressive 3-1 win over Casper Ruud, with his powerful serve playing a major role. He still hit 24 aces and hit 72% of his first serves, definitely proving his ability to dominate his service games. However, it was not without mistakes, as shown by the 36 errors in total, including 35 unforced ones. Fritz's return game was also less than satisfactory, as he won only 20 of 74 points on Ruud's first serve. However, the fact that he fended off 5 of 6 break points and converted 4 of his own speaks for his resilience and mental strength under pressure.

Undoubtedly, his serve will be Fritz's biggest weapon and he will need to make full use of it against Zverev. The ability to win cheap points on serve, especially with aces, could well keep Zverev off balance. It will be up to Fritz to play aggressively in his service games and keep rallies short to prevent Zverev from getting into rhythm. One area where Fritz could struggle is his return game, particularly against Zverev's powerful serve game. The American will definitely need to build on his return points won if he wants to upset Zverev at all. His baseline game has also been inconsistent at times this tournament and he will need to keep unforced errors to an absolute minimum if he wants to have any chance at all.

Coming back to the men's draw, Alexander Zverev prevailed with his all-around game against Brandon Nakashima in the round of 16. Zverev served well and hit 14 aces with a first serve percentage of 71%. More importantly, his return game was clearly superior to Fritz's as he won 26 out of 71 points on Nakashima's first serve and converted 6 break points. Zverev was solid enough in terms of his errors and hit 29 in total and 32 unforced points, which he will have to iron out against a player like Fritz. More experience in big matches could make the difference for Zverev as he will look to extend his lead in the series over Fritz.

His game is based on a solid serve, strong groundstrokes and decent movement for his size. Varying serves and keeping a high percentage on first serves will be crucial against Fritz, as the American has a strong return but often becomes uncontrollable. Zverev's return game could prove to be a trump card; if he can put pressure on Fritz's serve and make good use of opportunities on second serves, he can emerge victorious. The experience of dealing with pressure and managing the long rallies well is another plus point for Zverev. Above all, he must hold his nerve and avoid the lapses that have often cost him dearly in the past, especially towards the end of matches.

Both are in fantastic form going into this match, but Zverev simply has more experience, versatility and a better record when it comes to high-intensity matches. Fritz will have to give it his all to keep the match under control, but Zverev's more consistent return game and ability to extend rallies should help him win the match in the crucial moments. It will be a tough, hard-fought match that will perhaps last four or five sets, but overall Zverev has the edge in this match and psychologically.

  • Total over 38.5 games @ 1.6 odds
  • Alexander Zverev wins @ 1.63 odds
  • Alexander Zverev wins 3-1 @ 4.00 odds

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