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Geometry (Year Long/ 1 course credit) Eligibility: Incoming grades 9-11 This course in Euclidean geometry includes basic concepts of logic and proofs, and the fundamental ideas of lines, angles, and polygons. An extensive study of relationships in triangles (congruence, inequalities, similarity, specific theorems and postulates and definitions) is part of the curriculum. Circles and geometric solids are studied (circumference, area and volume), and throughout the course, algebra skills are required in solving specific problems. This course includes a final exam. Prerequisite: Algebra I Advancement: In order to advance to the next math course sequentially for the upcoming school year, students must pass the summer school math course with a grade of B- or higher. In order to move to the Honors level, students must achieve an A- or higher, along with the teacher’s recommendation. This course meets an NBPS graduation requirement. The grade is included in the NBPS GPA.
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