allk12 · Rankings · Biggest declines · Texas · Hill County

The public schools with the biggest test-score declines in Hill County, Texas

16 public schools in Hill County, Texas appear in this ranking of the public schools with the biggest test-score declines, ranked by the 3-year drop in composite math + reading proficiency. WHITNEY MIDDLE leads the list at -6.5pp, against a median of +12.8pp across the ranked schools.

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Schools ranked

Hill County, Texas

Best 3-yr change

-6.5pp

Median 3-yr change

+12.8pp

BIGGEST DECLINES · HILL COUNTY, TEXAS

#	School	City	District	Students	3 yrs ago	Latest	Change
1	WHITNEY MIDDLE	WHITNEY, TX	WHITNEY ISD	329	40.5%	34.0%	-6.5pp
2	WHITNEY H S	WHITNEY, TX	WHITNEY ISD	437	54.0%	53.5%	-0.5pp
3	BYNUM SCHOOL	BYNUM, TX	BYNUM ISD	187	50.5%	51.5%	+1.0pp
4	ITASCA H S	ITASCA, TX	ITASCA ISD	210	25.0%	28.5%	+3.5pp
5	ITASCA MIDDLE	ITASCA, TX	ITASCA ISD	151	21.0%	29.5%	+8.5pp
6	ITASCA EL	ITASCA, TX	ITASCA ISD	276	21.5%	33.5%	+12.0pp
7	WHITNEY INT	WHITNEY, TX	WHITNEY ISD	301	25.0%	37.0%	+12.0pp
8	HILLSBORO J H	HILLSBORO, TX	HILLSBORO ISD	290	59.5%	72.0%	+12.5pp
9	HILLSBORO H S	HILLSBORO, TX	HILLSBORO ISD	616	43.0%	56.0%	+13.0pp
10	COVINGTON SCHOOL	COVINGTON, TX	COVINGTON ISD	353	15.5%	34.5%	+19.0pp
11	HUBBARD H S	HUBBARD, TX	HUBBARD ISD	203	23.5%	44.0%	+20.5pp
12	PENELOPE SCHOOL	PENELOPE, TX	PENELOPE ISD	216	31.5%	53.5%	+22.0pp
13	HILLSBORO INT	HILLSBORO, TX	HILLSBORO ISD	428	34.5%	58.5%	+24.0pp
14	AQUILLA SCHOOL	AQUILLA, TX	AQUILLA ISD	332	27.0%	53.0%	+26.0pp
15	HILLSBORO EL	HILLSBORO, TX	HILLSBORO ISD	649	11.5%	44.5%	+33.0pp
16	MOUNT CALM ISD	MOUNT CALM, TX	MOUNT CALM ISD	168	7.0%	40.5%	+33.5pp

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.