Geometry, Principles is a course designed to enable the student to view geometry through applications. The unity of mathematics is demonstrated through the appropriate use of algebra in developing geometric principles. Such topics as angles, congruence, similarity, parallelism, triangles, transformations, quadrilaterals, and circles are included. The requirements, with respect to coordinate and deductive proof, are less demanding than those of Geometry (23143).
Prerequisites
Grade ”D” or better in Algebra I or Algebra I part II or Grade "D" or better Algebra I or Algebra I part II if student has completed and passed the course a second time
There is a Geometry end-of-course SOL test that students may be required to take to meet Federal requirements and/or earn a verified math credit towards graduation.