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  • Unit 1: Polynomial and Rational Functions

    • Rates Of Change In Functions

    • Polynomial Functions And Complex Zeros

    • Polynomial Functions And End Behavior

    • Rational Functions And Asymptotes

    • Rational Functions And Holes

    • Equivalent Representations Of Functions

    • Transformations Of Functions

    • Function Model Selection And Assumptions

    • Function Model Construction And Applications

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  • Unit 2: Exponential and Logarithmic Functions

    • Arithmetic And Geometric Sequences

    • Exponential Functions

    • Exponential Function Manipulation

    • Exponential Function Context And Data Modeling

    • Composition Of Functions

    • Inverse Functions

    • Logarithmic Expressions

    • Logarithmic Functions

    • Logarithmic Function Manipulation

    • Exponential And Logarithmic Equations And Inequalities

    • Logarithmic Function Context And Data Modeling

    • Semi-Log Plots

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  • Unit 3: Trigonometric and Polar Functions â€‹

    • Periodic Phenomena

    • Sine Cosine And Tangent Functions

    • Sine And Cosine Function Values

    • Sine And Cosine Function Graphs

    • Sinusoidal Functions

    • Sinusoidal Function Transformations

    • Sinusoidal Function Context And Data Modeling

    • The Tangent Function

    • Inverse Trigonometric Functions

    • Trigonometric Equations And Inequalities

    • Secant Cosecant And Cotangent Functions

    • Equivalent Representations Of Trigonometric Functions

    • Trigonometry And Polar Coordinates

    • Polar Function Graphs

    • Rates Of Change In Polar Functions

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  • Unit 4: Parametric Functions, Vector, and Matrices

    • Parametric Functions

    • Parametric Functions Modeling Planar Motion

    • Parametric Functions And Rates Of Change

    • Parametrically Defined Circles And Lines

    • Implicitly Defined Functions

    • Parametrization Of Implicitly Defined Functions

    • Vectors

    • Vector-Valued Functions

    • Matrix Operations

    • The Inverse And Determinant Of A Matrix

    • Linear Transformations And Matrices

    • Matrices As Functions

    • Matrix Modeling Contexts

AP Precalculus Topics

AP Precalculus is an advanced mathematics course that prepares students for AP Calculus and other college-level STEM courses. At Dr. Ahn Math & Learning Center, students build a strong understanding of functions, trigonometry, and mathematical modeling through clear explanations and structured practice.

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