Summary
James Rickards High School is a large public high school in Tallahassee, FL, serving 1,718 students in grades 9-12 as part of the Leon County School District. The school faces significant challenges, most notably an extreme chronic absenteeism rate of 65.7%—nearly double the district average and more than double the state average—which is likely a primary driver of its lower academic performance in core subjects like Algebra 1 and English Language Arts. Over half of its students qualify for free or reduced-price lunch, reflecting a high level of economic disadvantage, and the student-to-teacher ratio of 26.1:1 is among the highest in the area.
Despite these hurdles, Rickards shows remarkable and consistent strengths in Biology 1 and US History, where it outperforms all nearby traditional high schools. In the most recent school year, 88% of students were proficient in Biology 1, compared to 64% at Lincoln High School and 56% at Leon High School. Similarly, 92% were proficient in US History, far exceeding the district average of 72% and the 69% at Lincoln. This "Biology & History Paradox" suggests exceptionally effective instruction in these subjects, which could be a model for improvement in other areas. The school also boasts a strong graduation rate of 91.9%, nearly matching the state average, despite its other challenges.
Compared to Amos P. Godby High School, the other most challenged traditional high school in the district, Rickards consistently outperforms in nearly every academic metric, including a significantly higher graduation rate (91.9% vs. 79.2%), despite similar levels of economic disadvantage and absenteeism. This indicates that Rickards may have more effective strategies in place to support student success. While the school spends $8,745 per student—more than Lincoln ($7,845) and Leon ($8,481) but less than Godby ($9,499)—the data suggests that how funds are allocated, particularly toward addressing absenteeism and supporting struggling students in Math and English, is more critical than the total amount spent.
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