Use this resource guide if you are in semester long precalculus for fall 2018.
College - Sample Teacher Recommendation Letter
College - Sample Personal Statement Unit 1: Building Functions 1.1 Function Notation 1.2 Properties of Functions 1.3 Parent Functions 1.4 Transformations of Functions 1.5 Piecewise Functions 1.6 Combinations and Compositions of Functions 1.7 Inverse Functions Unit 2: Exponential, Logarithmic, and Logistic Functions 2.1 Exponential Functions - Growth and Decay 2.2 Exponential Functions - 3 Different Types of Growth/Interest 2.3 Logarithmic Functions & Their Properties 2.4 Solving Equations with Logarithmic and Exponential Functions 2.5 Analyzing Logistic Functions Unit 3: Polynomial and Rational Functions 3.0 Polynomial Functions Vocabulary - Standard Form, Factored Form, End Behavior, Polynomial Degree, Leading Coefficient, Multiplicity, X Intercepts, Y Intercept 3.1 Writing Equations of Polynomial Functions using all Polynomial concepts 3.2 Rational Functions Vocabulary - End Behavior, Limits, Vertical Asymptotes, Horizontal Asymptotes (BOB0, EATS DC, BOTS, BOTN) 3.3 Limits MIDTERM STUDY GUIDE ANSWER KEY BELOW! |
Click here: 100 North Carolina Final Exam Problems
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Unit 4: Trigonometry
4.1 Right Triangle Trigonometry - SOH CAH TOA
4.2 NonRight Triangle Trigonometry - Law of Sines - Extra Practice
4.2 NonRight Triangle Trigonometry - Law of Cosines - Notes and Practice
4.3 Mixed Word Problems that have ALL kinds of triangles
Unit 5: The Unit Circle and Its Graphs (Trigonometric Functions)
5.1 Angle Basics
5.2 Construct the Unit Circle
5.3 Use the Unit Circle to evaluate trigonometric calculations without a calculator
5.4 Graphing Sine, Cosine, and Tangent
5.5 Graphing Cosecant, Secant, and Cotangent
5.6 Transforming trigonometric functions
Unit 6: Analytic Trigonometry
6.1 Simplifying Expressions using Quotient and Reciprocal Identities
6.2 Simplifying Expressions using Quotient, Reciprocal, and Pythagorean Identities
6.3 Verifying equivalent expressions and solving for trigonometric equations
6.4 Solving for Trig Equations
Unit 7: Conics
7.1 Circles
7.2 Ellipses
7.3 Hyperbolas
7.4 Parabolas
Unit 8: Polar, Parametric, and Vector Relations
Unit 9: Sequences and Series
4.1 Right Triangle Trigonometry - SOH CAH TOA
4.2 NonRight Triangle Trigonometry - Law of Sines - Extra Practice
4.2 NonRight Triangle Trigonometry - Law of Cosines - Notes and Practice
4.3 Mixed Word Problems that have ALL kinds of triangles
Unit 5: The Unit Circle and Its Graphs (Trigonometric Functions)
5.1 Angle Basics
5.2 Construct the Unit Circle
5.3 Use the Unit Circle to evaluate trigonometric calculations without a calculator
5.4 Graphing Sine, Cosine, and Tangent
5.5 Graphing Cosecant, Secant, and Cotangent
5.6 Transforming trigonometric functions
Unit 6: Analytic Trigonometry
6.1 Simplifying Expressions using Quotient and Reciprocal Identities
6.2 Simplifying Expressions using Quotient, Reciprocal, and Pythagorean Identities
6.3 Verifying equivalent expressions and solving for trigonometric equations
6.4 Solving for Trig Equations
Unit 7: Conics
7.1 Circles
7.2 Ellipses
7.3 Hyperbolas
7.4 Parabolas
Unit 8: Polar, Parametric, and Vector Relations
Unit 9: Sequences and Series