Use this resource guide if you are in year 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 Functions1.7 Inverse Functions
1.8 Domain and Range of Functions
UNIT 1 TEST STUDY GUIDE - PAGE 1
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 Functions1.7 Inverse Functions
1.8 Domain and Range of Functions
UNIT 1 TEST STUDY GUIDE - PAGE 1
Unit 2: Exponential, Logarithmic, and Logistic Functions
2.1 Exponential Functions
2.2 Types of Exponential Growth - Interest - Notes and Formulas Flipchart
2.4 Critter Project Example
2.1 Exponential Functions
2.2 Types of Exponential Growth - Interest - Notes and Formulas Flipchart
2.4 Critter Project Example
Unit 3: Polynomial and Rational Functions
3.0 Polynomial Vocabulary: multiplicity, end behavior, polynomial degree, standard form, factored form
3.1 Writing Equations of Polynomial Functions
3.2 Solving Polynomial Inequalities
3.3 Graphing Rational Functions
3.4 Analyzing Limits of Functions
3.5 Solving Rational Equations with extraneous solutions
Unit 4: Trigonometry
4.1 Right Triangle Trigonometry - SOHCAHTOA
4.2 Non-right Triangle: Law of Sines
4.3 Non-right Triangle: Law of Cosines
Unit 5: The Unit Circle and Its Graphs
5.1 Angle Basics
5.2 The Unit Circle
5.3 Using the Unit Circle to find exact values
5.4 Graphing the trig functions: sin, cos, tan, csc, sec, cot
5.5 Transforming the graphs
Unit 6: Analytic Trigonometry
6.1 Using Reciprocal and Quotient Identities
6.2 Using Pythagorean Identities
6.3 Solving trigonometric equations
Unit 7: Conics
7.1 Circles
7.2 Ellipses
7.3 Hyperbolas
7.4 Parabolas
7.5 Review and classify conic sections from equations
Unit 8: Polar, Parametric, and Vector Functions
8.1 Plotting Polar points
8.2 Converting Polar and Rectangular Points
Unit 9: Sequences and Series
9.1 Explicit Sequences - Arithmetic and Geometric
9.2 Recursive Sequences
9.3 Summation Notation
9.4 Series Formulas
9.5 Convergent and Divergent
3.0 Polynomial Vocabulary: multiplicity, end behavior, polynomial degree, standard form, factored form
3.1 Writing Equations of Polynomial Functions
3.2 Solving Polynomial Inequalities
3.3 Graphing Rational Functions
3.4 Analyzing Limits of Functions
3.5 Solving Rational Equations with extraneous solutions
Unit 4: Trigonometry
4.1 Right Triangle Trigonometry - SOHCAHTOA
4.2 Non-right Triangle: Law of Sines
4.3 Non-right Triangle: Law of Cosines
Unit 5: The Unit Circle and Its Graphs
5.1 Angle Basics
5.2 The Unit Circle
5.3 Using the Unit Circle to find exact values
5.4 Graphing the trig functions: sin, cos, tan, csc, sec, cot
5.5 Transforming the graphs
Unit 6: Analytic Trigonometry
6.1 Using Reciprocal and Quotient Identities
6.2 Using Pythagorean Identities
6.3 Solving trigonometric equations
Unit 7: Conics
7.1 Circles
7.2 Ellipses
7.3 Hyperbolas
7.4 Parabolas
7.5 Review and classify conic sections from equations
Unit 8: Polar, Parametric, and Vector Functions
8.1 Plotting Polar points
8.2 Converting Polar and Rectangular Points
Unit 9: Sequences and Series
9.1 Explicit Sequences - Arithmetic and Geometric
9.2 Recursive Sequences
9.3 Summation Notation
9.4 Series Formulas
9.5 Convergent and Divergent