My course “Geometry after Algebra 1” includes and balances three pillars: geometric computations, geometric proofs and geometric constructions, while the course “Geometry after PreAlgebra” focuses on only geometric computations and omits the other two. In “Geometry after Algebra 1”, students need to understand proofs of theorems and derivations of formulas. They need to know howContinue reading “What Are the Differences between the Two Courses “Geometry after Algebra 1” and “Geometry after PreAlgebra”?”
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Prealgebra
Prealgebra serves as a bridge to connect arithmetic and algebra. As its name suggests, Prealgebra is a course to prepare students for algebra, the unifying thread of almost all mathematics. In my Prealgebra course, I cover the following topics. I write my own notes for these topics using the AoPS Prealgebra book as the mainContinue reading “Prealgebra”
