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allk12 · Rankings · Fastest growing · Wisconsin · Rock County · Elementary schools

The fastest-growing public elementary schools in Rock County, Wisconsin

This ranking covers the fastest-growing public elementary schools in Rock County, Wisconsin, drawn from 13 qualifying public elementary schools. Clinton Elementary leads the list at 33.6%, against a median of 8.7% 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
13
Rock County, Wisconsin
Top Enrollment growth
33.6%
Median Enrollment growth
8.7%
FASTEST GROWING · ROCK COUNTY, WISCONSIN
#SchoolCityDistrict2017-182024-25% Change
1Clinton ElementaryClinton, WIClinton Community School District40554133.6%
2East ElementaryMilton, WIMilton School District32640925.5%
3Washington ElementaryJanesville, WIJanesville School District33541022.4%
4Hackett ElementaryBeloit, WIBeloit School District37643415.4%
5Roosevelt ElementaryJanesville, WIJanesville School District36841212.0%
6Converse ElementaryBeloit, WIBeloit School District40144611.2%
7Harmony ElementaryJanesville, WIMilton School District2652888.7%
8Kennedy ElementaryJanesville, WIJanesville School District3734048.3%
9Jackson ElementaryJanesville, WIJanesville School District3193396.3%
10Van Buren ElementaryJanesville, WIJanesville School District3864085.7%
11Parkview ElementaryOrfordville, WIParkview School District4124283.9%
12Robinson ElementaryBeloit, WIBeloit School District4634773.0%
13Gaston ElementaryBeloit, WIBeloit School District3453480.9%
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.