News & Announcements » MHHS "Undefeated League Champions" at the VOL Tournament!

MHHS "Undefeated League Champions" at the VOL Tournament!

..

 

Mountain House High School hosted the VOL end-of-season tennis tournaments this week, highlighted by a dominant local showing in doubles and strong individual runs in singles.

Singles Tournament

  • Hansika Dinesh (#8 seed): Won her opening match 8-1 before falling to top-seed Hailie Kim (Manteca) 0-8 in the quarterfinals.

  • Aditi Baskaran (#7 seed): Won her opening match 8-1, then dropped a close quarterfinal 5-8 to #2 seed Reina Ngo (Manteca).

  • Alicia Rawat (#3 seed): Streamrolled through the early rounds (8-1, 8-1) before falling to Ngo in a tight three-set semifinal battle (6-0, 2-6, 4-10).

  • Champion: Hailie Kim (Manteca) defended her title, defeating teammate Reina Ngo 6-1, 6-0 in Thursday's final.

Doubles Tournament

Mountain House dominated the draw, sending all three of its entry pairs to the semifinals.

  • Semifinal 1: Top-seeded Vivian Zhang & Ishita Ahelleya advanced after Varna Maganti & Gauri Krishna (#5 seed) retired due to injury while down 6-1, 3-0. Maganti & Krishna had previously pulled off an 8-2 quarterfinal upset over Manteca’s #4 seed.

  • Semifinal 2: #3 seed Alicia Rawat & Diya Sundar outlasted #2 seed Riley Avila & Holly Healy (Oakdale) in a hard-fought 6-3, 6-4 victory.

  • Finals: Zhang & Ahelleya rallied from a 3-3 opening-set tie to win 9 of the next 11 games, taking the VOL championship title 6-3, 6-2 over Rawat & Sundar.

Milestones & Next Steps

  • 3-Peat: Vivian Zhang captured her third consecutive VOL doubles title, while co-captain Ishita Ahelleya won her first as a Mustang.

  • Sectional Qualifiers: Both doubles finalist teams—Zhang/Ahelleya and Rawat/Sundar—advance to the individual sectional tournament in Roseville next Thursday.

  • Team Playoffs: Up next, the #5 seed MHHS Mustangs host the #12 seed West Park Panthers in the first round of the CIF Sac-Joaquin Division 1 Sectional tournament on Monday.

Published