allk12 · Rankings · Lowest proficiency · California · Sonoma County · High schools

The lowest-performing public high schools by test proficiency in Sonoma County, California

13 public high schools in Sonoma County, California appear in this ranking of the lowest-performing public high schools by test proficiency, ranked by the lowest composite state-assessment proficiency. Elsie Allen High leads the list at 14.4%, against a median of 40.0% across the ranked schools.

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Schools ranked

Sonoma County, California

Best % Proficient

14.4%

Median % Proficient

40.0%

LOWEST PROFICIENCY · SONOMA COUNTY, CALIFORNIA

#	School	City	District	Level	% FRL	Students	% Proficient
1	Elsie Allen High	Santa Rosa, CA	Santa Rosa High	High	71.7%	1,029	14.4%
2	Piner High	Santa Rosa, CA	Santa Rosa High	High	64.4%	1,434	26.5%
3	Rancho Cotate High	Rohnert Park, CA	Cotati-Rohnert Park Unified	High	47.1%	1,755	27.6%
4	Cloverdale High	Cloverdale, CA	Cloverdale Unified	High	57.3%	393	31.1%
5	Montgomery High	Santa Rosa, CA	Santa Rosa High	High	49.6%	1,253	34.1%
6	Santa Rosa High	Santa Rosa, CA	Santa Rosa High	High	58.3%	1,553	39.9%
7	Sonoma Valley High	Sonoma, CA	Sonoma Valley Unified	High	32.8%	1,071	40.0%
8	Windsor High	Windsor, CA	Windsor Unified	High	48.4%	1,700	40.9%
9	Petaluma High	Petaluma, CA	Petaluma Joint Union High	High	40.9%	1,193	42.0%
10	Casa Grande High	Petaluma, CA	Petaluma Joint Union High	High	48.6%	1,653	43.6%
11	Analy High	Sebastopol, CA	West Sonoma County Union High	High	40.9%	1,473	43.8%
12	Healdsburg High	Healdsburg, CA	Healdsburg Unified	High	56.5%	503	50.7%
13	Maria Carrillo High	Santa Rosa, CA	Santa Rosa High	High	35.0%	1,584	60.0%

Page 1 of 1 · top 13 of 13 ranked. NCES + state assessment data, 2024-25.↓ Download full CSV

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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.