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allk12 · Rankings · Fastest declining · Texas · Bowie County · Elementary schools

The fastest-declining public elementary schools by enrollment in Bowie County, Texas

This ranking covers the fastest-declining public elementary schools by enrollment in Bowie County, Texas, drawn from 14 qualifying public elementary schools. LIBERTY-EYLAU EARLY CHILDHOOD CENTER leads the list at -35.5%, against a median of -9.8% across the ranked schools.

The table below is sortable and filterable, and the full list downloads as a CSV. Figures come from federal NCES enrollment data and, where applicable, state assessment results for 2024-25.

Schools ranked
14
Bowie County, Texas
Best Enrollment change
-35.5%
Median Enrollment change
-9.8%
FASTEST DECLINING · BOWIE COUNTY, TEXAS
#SchoolCityDistrict2017-182024-25% Change
1LIBERTY-EYLAU EARLY CHILDHOOD CENTERTEXARKANA, TXLIBERTY-EYLAU ISD417269-35.5%
2LIBERTY-EYLAU ELTEXARKANA, TXLIBERTY-EYLAU ISD662531-19.8%
3THERON JONES EARLY LITERACY CENTERTEXARKANA, TXTEXARKANA ISD401329-18.0%
4WAKE VILLAGE ELWAKE VILLAGE, TXTEXARKANA ISD639539-15.6%
5MARTHA & JOSH MORRISS MATH & ENGINEERING ELTEXARKANA, TXTEXARKANA ISD407351-13.8%
6PAUL LAURENCE DUNBAR EARLY EDUCATION CENTERTEXARKANA, TXTEXARKANA ISD306265-13.4%
7SPRING LAKE PARK ELTEXARKANA, TXTEXARKANA ISD374334-10.7%
8RED LICK ELTEXARKANA, TXRED LICK ISD296270-8.8%
9WESTLAWN ELTEXARKANA, TXTEXARKANA ISD347317-8.6%
10JAMES BOWIE ELSIMMS, TXSIMMS ISD230212-7.8%
11REDWATER ELREDWATER, TXREDWATER ISD351329-6.3%
12NASH ELNASH, TXTEXARKANA ISD691667-3.5%
13MARGARET FISCHER DAVIS ELTEXARKANA, TXPLEASANT GROVE ISD505494-2.2%
14HOOKS ELHOOKS, TXHOOKS ISD329323-1.8%
Page 1 of 1 · top 14 of 14 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.