0–0% of the AP exam. Key topics: Parametric Functions (parametric equations; tracing curves; eliminating the parameter), Implicitly Defined Functions and Conic Sections (circles, ellipses, parabolas, hyperbolas), Vectors in Two Dimensions (magnitude, direction, component form), Vectors in Three Dimensions (3D component form; distance), Vector Operations (addition, scalar multiplication, linear combinations), The Dot Product of Two Vectors (formula; geometric interpretation; angle between vectors), Matrix Operations (addition, subtraction, scalar multiplication), Matrix Multiplication, Matrices as Functions (linear transformations; mapping vectors), Matrices Modeling Contexts, Inverses and Determinants (2×2 inverse; determinant; solving matrix equations), Linear Systems and Matrices (augmented matrices; row reduction), Vectors in Motion (velocity vectors; parametric motion models), Matrix Composition and Transformations (composing transformations).
Study guide content for this unit is being prepared. Check back soon for complete lesson notes, formula sheets, and worked examples.
