allk12 · Rankings · Lowest proficiency · Texas · Wharton County

The lowest-performing public schools by test proficiency in Wharton County, Texas

16 public schools in Wharton County, Texas appear in this ranking of the lowest-performing public schools by test proficiency, ranked by the lowest composite state-assessment proficiency. WHARTON EL leads the list at 20.8%, against a median of 46.3% across the ranked schools.

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Schools ranked

Wharton County, Texas

Best % Proficient

20.8%

Median % Proficient

46.3%

LOWEST PROFICIENCY · WHARTON COUNTY, TEXAS

#	School	City	District	Level	% FRL	Students	% Proficient
1	WHARTON EL	WHARTON, TX	WHARTON ISD	Elementary	77.4%	478	20.8%
2	WHARTON J H	WHARTON, TX	WHARTON ISD	Middle	77.2%	324	25.9%
3	WHARTON H S	WHARTON, TX	WHARTON ISD	High	73.3%	566	29.3%
4	HUTCHINS EL	EL CAMPO, TX	EL CAMPO ISD	Elementary	75.4%	678	31.5%
5	LOUISE EL	LOUISE, TX	LOUISE ISD	Elementary	68.9%	273	39.2%
6	EL CAMPO MIDDLE	EL CAMPO, TX	EL CAMPO ISD	Middle	75.0%	707	43.2%
7	NORTHSIDE EL	EL CAMPO, TX	EL CAMPO ISD	Elementary	77.3%	471	44.1%
8	IAGO J H	BOLING, TX	BOLING ISD	Middle	11.4%	264	45.9%
9	LOUISE J H	LOUISE, TX	LOUISE ISD	Middle	68.8%	109	46.6%
10	NEWGULF EL	BOLING, TX	BOLING ISD	Elementary	56.2%	559	46.7%
11	BOLING H S	BOLING, TX	BOLING ISD	High	47.0%	328	47.4%
12	EL CAMPO H S	EL CAMPO, TX	EL CAMPO ISD	High	62.6%	1,002	49.3%
13	LOUISE H S	LOUISE, TX	LOUISE ISD	High	60.8%	153	50.9%
14	EAST BERNARD EL	EAST BERNARD, TX	EAST BERNARD ISD	Elementary	45.5%	380	54.2%
15	EAST BERNARD J H	EAST BERNARD, TX	EAST BERNARD ISD	Middle	37.6%	314	59.2%
16	EAST BERNARD H S	EAST BERNARD, TX	EAST BERNARD ISD	High	29.8%	302	67.5%

Page 1 of 1 · top 16 of 16 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.