Naomi Osaka vs Jennifer Brady Odds & Info
|Game||Naomi Osaka vs Jennifer Brady|
|Date & Time||Thursday September 10, 2020, 8:00 PM (EDT)|
Flushing Meadows New York, USA
We have reached the semifinals of the 2020 WTA US Open in New York City. At this stage of the tournament, Naomi Osaka is set to play against Jennifer Brady from the United States. Both players will hope to produce their best tennis as the winner will earn a spot to play in the final of the 2020 US Open.
Jennifer Brady has been in outstanding touch in this tournament as she has already defeated the likes of Caroline Garcia and Angelique Kerber. In the previous round of the tournament, Brady defeated the number 23 seed in straight sets. It was a comfortable win for Jennifer Brady as she won 78% of her service games and 5 return games. The receiving was especially strong from Jennifer Brady as she won over 50% of the receiving points. That being said, this is expected to be a tougher match for Brady as she is playing against the number 4 seed.
Looking at Naomi Osaka, the Japanese superstar won her previous match in straight sets. It was a dominant display by Osaka as she hit 7 aces and won 90% of her service games. Osaka is an elite player and she has the experience of winning big tournaments like the US Open. The tournament has been going well for Naomi Osaka and with only 2 rounds remaining, Osaka must continue her strong form if she wishes to win her third Grand Slam title.
Naomi Osaka and Jennifer Brady have played each other twice in the past with both players winning on 1 occasion. Brady won her head-to-head match against Osaka in 2014 while Osaka defeated Brady in 2018.
Free Tennis Pick:
Jennifer Brady has had a solid tournament and despite playing on home soil, I see the American losing this match. Naomi Osaka has been playing at a different level and the Japanese superstar knows how to win big Grand Slam matches having already won the US Open and the Australian Open. I see Osaka being too strong for Brady with the number 4 seed winning in straight sets.