Click the links for handouts, answer keys, etc.
FINAL EXAM PRACTICE QUESTIONS ANSWER KEY!
FINAL EXAM NEED TO KNOWS!
1 - Syllabus
2 - Expectations & Procedures
3 - PreCalculus Formula Sheet
Unit 0: The Basics
1 Do Now 8/30
2 Matching Activity: Exponent Rules + Notes
3 Do Now 8/31
4 Do Now 9/1
5 GEMDAS Notes & Practice
Unit 1: Building Functions
1.1 Function Notation
1.2 Domain Notation + Interval Notation
1.2 Identify Domain and Range from a Graph!
1.3 Properties of Functions
1.4 Parent Functions
1.5 Transformations
1.6 Piecewise Functions
1.7 Combinations & Compositions of Functions
1.8 Inverse Functions
Unit 2: Polynomial and Rational Functions
2.1 Polynomials, Polynomial Degree, X intercepts, and Y intercepts
2.2 Writing Equations using End Behavior, Multiplicity, and intercepts
2.3 Finding Factors using Division and the Remainder Theorem
2.4 Polynomial Division
2.5 Graphing and Analyzing Rational Functions
2.6 Limits and End Behavior
2.7 Solving Rational Equations
Unit 3: Exponential, Logarithmic, and Logistic Functions
3.1 Exponential Functions
3.2 Compound Interest (All types)
3.3 Logarithmic Functions
3.4 Using Logarithms to figure out unknown exponents
3.5 Logistic Functions
Unit 4: Trigonometry
4.1 Right Triangles - SOHCAHTOA and Inverse Trig
4.2 Non-Right Triangles - Law of Sines and Law of Cosines
4.3 Radians, Degrees, and Angles
4.4 Constructing the Unit Circle with Right Triangles
4.5 Evaluating Trig Functions without a calculator (AP CALC PRE-REQ)
4.6 Graphing and Analyzing Sin, Cosine, and Tangent
4.7 Graphing and Analyzing Csc, Sec, and Cot
Unit 5: Analytic Trigonometry
5.1 Simplifying Expressions using Trigonometric Identities
5.2 Using Pythagorean Identities
5.3 Proving Identities and Theorems
Unit 6: Conics
6.1 Circles
6.2 Ellipses
6.3 Hyperbolas
6.4 Parabolas
6.5 Sorting Equations of all types of conics
Unit 7: Polar, Parametric, Vector
7.1 Graphing Polar Points
7.2 Converting between Polar and Rectangular Points
7.3 Converting Polar Equations
7.4 Parametric Functions
- Eliminating the parameter!
7.5 Vector Functions - Trig, Directions, & Maps!
Unit 8: Sequences & Series
8.1 Explicit Sequences
8.2 Recursive Sequences
8.3 Arithmetic vs. Geometric Sequences & Series
8.4 Summation Notation & Partial Sums
8.5 Convergence vs. Divergence Series
FINAL EXAM NEED TO KNOWS!
1 - Syllabus
2 - Expectations & Procedures
3 - PreCalculus Formula Sheet
Unit 0: The Basics
1 Do Now 8/30
2 Matching Activity: Exponent Rules + Notes
3 Do Now 8/31
4 Do Now 9/1
5 GEMDAS Notes & Practice
Unit 1: Building Functions
1.1 Function Notation
1.2 Domain Notation + Interval Notation
1.2 Identify Domain and Range from a Graph!
1.3 Properties of Functions
1.4 Parent Functions
1.5 Transformations
1.6 Piecewise Functions
1.7 Combinations & Compositions of Functions
1.8 Inverse Functions
Unit 2: Polynomial and Rational Functions
2.1 Polynomials, Polynomial Degree, X intercepts, and Y intercepts
2.2 Writing Equations using End Behavior, Multiplicity, and intercepts
2.3 Finding Factors using Division and the Remainder Theorem
2.4 Polynomial Division
2.5 Graphing and Analyzing Rational Functions
2.6 Limits and End Behavior
2.7 Solving Rational Equations
Unit 3: Exponential, Logarithmic, and Logistic Functions
3.1 Exponential Functions
3.2 Compound Interest (All types)
3.3 Logarithmic Functions
3.4 Using Logarithms to figure out unknown exponents
3.5 Logistic Functions
Unit 4: Trigonometry
4.1 Right Triangles - SOHCAHTOA and Inverse Trig
4.2 Non-Right Triangles - Law of Sines and Law of Cosines
4.3 Radians, Degrees, and Angles
4.4 Constructing the Unit Circle with Right Triangles
4.5 Evaluating Trig Functions without a calculator (AP CALC PRE-REQ)
4.6 Graphing and Analyzing Sin, Cosine, and Tangent
4.7 Graphing and Analyzing Csc, Sec, and Cot
Unit 5: Analytic Trigonometry
5.1 Simplifying Expressions using Trigonometric Identities
5.2 Using Pythagorean Identities
5.3 Proving Identities and Theorems
Unit 6: Conics
6.1 Circles
6.2 Ellipses
6.3 Hyperbolas
6.4 Parabolas
6.5 Sorting Equations of all types of conics
Unit 7: Polar, Parametric, Vector
7.1 Graphing Polar Points
7.2 Converting between Polar and Rectangular Points
7.3 Converting Polar Equations
7.4 Parametric Functions
- Eliminating the parameter!
7.5 Vector Functions - Trig, Directions, & Maps!
Unit 8: Sequences & Series
8.1 Explicit Sequences
8.2 Recursive Sequences
8.3 Arithmetic vs. Geometric Sequences & Series
8.4 Summation Notation & Partial Sums
8.5 Convergence vs. Divergence Series