This accelerated, in-depth course is designed for those students who have excelled in Algebra 1 and Algebra 2. Students prove and apply theorems about points, lines, planes, triangles, transformations, circles, polygons, areas and volumes. They develop deductive and inductive reasoning skills that allow them to formulate rigorous two column proofs. Honors Geometry students are exposed to additional methods of proof, including paragraph, flow, and indirect proofs. The use of precise mathematical language is required. Students apply geometric concepts to problem solving. This course emphasizes the cumulative nature of geometry.
This course will run in-person on the Villa campus. Attendance every day is expected and required as it is very fast-paced. The ideal student will be capable of absorbing content quickly.
A student must seek approval for this course from her current Honors math teacher.
Freshmen and sophomores who took Honors Algebra 2 in 2025-2026 must secure a teacher recommendation and finish Honors Algebra 2 with a 93% or above.
Freshmen who took Honors Algebra 1 in 2025-2025 must secure a teacher recommendation and finish Honors Algebra 1 with a 95% or above.
If approval for the summer Honors Geometry is granted, then the student will need to obtain the Summer Honors Geometry Approval Form from her teacher. It must be returned signed and submitted to the Office of Academic Affairs with the student's course request materials.
If summer Honors Geometry is not completed satisfactorily (with an 86% average or above), the student's Fall course roster will be adjusted to reflect the in-sequence course that follows when an 86% in Honors Geometry is not earned.