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Kentucky schools ranked by test score

Latest KSA (K-PREP) year (2024-25). 17 schools with reported Reading scores. State average: 48.4%.
RankSchoolLevelReadingvs state
1J. Graham Brown School
Louisville · Jefferson County
Combined71.0%+22.6pp
2BAVEL
Glasgow · Barren County
Combined63.8%+15.4pp
3Barbourville City School
Barbourville · Barbourville Independent
Combined61.8%+13.4pp
4Burgin Independent School
Burgin · Burgin Independent
Combined58.3%+9.9pp
5Pineville Independent School
Pineville · Pineville Independent
Combined56.0%+7.6pp
6Cordia School
Hazard · Knott County
Combined54.5%+6.1pp
7Cloverport Independent School
Cloverport · Cloverport Independent
Combined50.2%+1.8pp
8Buckhorn School
Buckhorn · Perry County
Combined48.9%+0.5pp
9Robertson County School
Mount Olivet · Robertson County
Combined43.3%-5.1pp
10Jenkins Independent School
Jenkins · Jenkins Independent
Combined41.6%-6.8pp
11Williamsburg City School
Williamsburg · Williamsburg Independent
Combined41.6%-6.8pp
12Jackson City School
Jackson · Jackson Independent
Combined38.7%-9.7pp
13Augusta Independent School
Augusta · Augusta Independent
Combined36.3%-12.1pp
14Fulton Independent School
Fulton · Fulton Independent
Combined34.5%-13.9pp
15HCS Virtual Academy
Elizabethtown · Hardin County
Combined32.5%-15.9pp
16Christian County Public Schools VLA
Hopkinsville · Christian County
Combined31.3%-17.1pp
17Kentucky Virtual Academy
Cloverport · Cloverport Independent
Combined27.4%-21.0pp

About this ranking

Schools are ranked by the percentage of students who scored at or above the KSA (K-PREP) % Proficient/Distinguished threshold on the latest available KSA (K-PREP) Reading test (school year 2024-25). A higher percentage is better.

Only public schools with a reasonable cohort size are included (at least 50 total students enrolled, since the source file does not include per-subject student counts), so very small programs and special-purpose centers are filtered out.

The state average shown above is enrollment-weighted: we multiply each school's score by how many of its students tested, sum those across every public school in Kentucky, and divide by the total students tested. This way a big school counts more than a tiny one in the typical-student average.