The bulletin board for America's public schools. Parents, teachers, students, and staff. One community per school.
allk12 · Rankings · Smallest · California · Yuba County · High schools

The smallest public high schools in Yuba County, California

Across Yuba County, California, 8 public high schools are ranked here, ranked by the smallest total enrollment (schools with at least 10 students). Thomas E. Mathews Community leads the list at 24, against a median of 306 across the ranked schools.

Sort any column, filter to a school or district, or download the full ranking as a CSV. Source data is federal NCES and state assessment reporting, 2024-25.

Schools ranked
8
Yuba County, California
Best Students
24
Median Students
306
SMALLEST · YUBA COUNTY, CALIFORNIA
#SchoolCityDistrictLevelStudents
1Thomas E. Mathews CommunityMarysville, CAYuba County Office of EducationHigh24
2Middle College AcademyMarysville, CAMarysville Joint UnifiedHigh34
3Edward P. DuplexWheatland, CAWheatland Union HighHigh55
4South Lindhurst Continuation HighOlivehurst, CAMarysville Joint UnifiedHigh245
5Marysville Charter Academy for the ArtsMarysville, CAMarysville Joint UnifiedHigh366
6Marysville HighMarysville, CAMarysville Joint UnifiedHigh1,034
7Wheatland Union HighWheatland, CAWheatland Union HighHigh1,063
8Lindhurst HighOlivehurst, CAMarysville Joint UnifiedHigh1,254
Page 1 of 1 · top 8 of 8 ranked. NCES + state assessment data, 2024-25.↓ Download full CSV

All schools in Yuba County

Smallest rankings at a wider scope

All CaliforniaNationwide

Other rankings for Yuba County, California

LargestMost Hispanic (count)Most Black (count)Most White (count)Most Asian (count)Most Native American (count)Most multiracial (count)

All ranking categories →

DATA NOTICE

allk12 is independent and not affiliated with, endorsed by, or sponsored by NCES, the US Census Bureau, any state education agency or assessment program, or any other government agency. Source data is compiled from public records and provided "as is," without warranty of accuracy or completeness. You rely on it, and any analysis derived from it, at your own risk. See the full disclaimer.