Explore and download Ap Precalc Medic 150 Days-Ap Precalculus from our AP Precalculus Resources collection. This collection includes Unit 1 Exploring Rates Of Change, Unit 2 Polynomial And Rational Functions, Unit 3 Constructing Functions, Unit 4 Exponential Functions, and Unit 5 Logarithmic Functions, organized for easy access. Browse and download the educational documents below.
Unit 1 Exploring Rates Of Change
1.1 Functions And Function Notation
1.2 Interpreting Graphs Of Functions
1.3 Concavity
1.4 Rates Of Change
1.5 Change İn Linear Functions
1.6 Change İn Quadratic Functions
Chapter Review
Review 1.1-1.3
Review 1.4-1.6
Unit 2 Polynomial And Rational Functions
2.1 Polynomial Functions And Rates Of Change
2.2 Zeros Of Polynomial Functions
2.3 Even And Odd Polynomials
2.4 Polynomial Functions And End Behavior
2.5 Rational Functions And End Behavior
2.6 Graphs Of Rational Functions
2.7 Factored And Standard Forms Of Polynomials
2.8 Equivalent Representations Of Rational Functions
2.9 Binomial Theorem
Chapter Review
Review 2.1-2.4
Review 2.5-2.9
Unit 3 Constructing Functions
3.1 A Library Of Parent Functions
3.2 Transformations Of Functions
3.3 Piecewise Functions
3.4 Selecting A Function Model
3.5 Constructing A Function Model
Chapter Review
Review 3.1-3.3
Unit 4 Exponential Functions
4.1 Change İn Arithmetic Sequences
4.2 Change İn Geometric Sequences
4.3 Change İn Linear And Exponential Functions
4.4 Exponential Functions
4.5 Graphing And Manipulating Exponential Functions
4.6 Modeling With The Natural Base
4.7 Constructing Exponential Models
4.8 Using Regression Models
Chapter Review
Review 4.1-4.4
Review 4.5-4.8
Unit 5 Logarithmic Functions
5.1 Compositions Of Functions
5.2 Intro To Inverse Functions
5.3 Graphs Of Inverse Functions
5.4 Inverses Of Exponential Functions
5.5 Graphs Of Logarithmic Functions
5.6 Logarithm Properties
5.7 Solving Exponential And Logarithmic Equations
5.8 Modeling With Logarithmic Functions
5.9 Semi-Log Plots
Unit 6 Exploring Sine And Cosine Functions
6.1 Periodic Phenomena
6.2 Angles On The Coordinate Plane
6.3 Defining Sine, Cosine And Tangent For Any Angle
6.4 Coordinates On The Unit Circle
6.5 Graphs Of Sine And Cosine
6.6 Transformations Of Sine And Cosine
6.7 Modeling With Trigonometric Functions
Unit 7 Working Withtrigonometric Functions
7.1 Then Tangent Function
7.2 Inverse Trig Functions
7.3 Trigonometric Equations And Inequalities
7.4 The Secant, Cosecant, And Cotangent Functions
7.5 Trigonometric Relationships
7.6 Angle Sum Identities
Unit 8 Polar Functions
8.1 Polar Coordinates
8.2 Complex Numbers
8.3 Polar Graphs – Circles And Roses
8.4 Polar Graphs – Limacons
8.5 Rates Of Change Of Polar Functions
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