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FLVS PRE-CALCULUS
Home
Segment 1
Seg. 1 Pre-Requisites
Seg. 1 Collab/Enrich
Module 1
1.01 Key Features of Functions and Their Graphs
1.02 Polynomial Functions
1.03 Rational Functions
1.04 Radical Functions
1.05 Mid-Module Check
1.09 Discussion Based Assessment
1.06 Exponential Functions
1.07 Logarithmic Functions
1.08 Piecewise Functions
1.10 Module 1 Exam
Module 2
2.01 Compare Key Features of Functions
2.02 Systems of Equations
2.03 Combining Functions
2.04 Composing Functions
2.05 Mid-Module Check
2.06 Inverse Functions
2.07 Difference Quotient
2.08 Discussion Based Assessment
2.09 Module 2 Exam
Module 3
3.01 Exploring Conic Sections
3.02 Circles
3.03 Parabolas
3.04 Conic Sections Mid-Module Check
3.05 Ellipses
3.06 Hyperbolas
3.07 Applications Using Conic Sections
3.08 Discussion Based Assessment
3.09 Module 3 Exam
Module 4
4.01 Sequences vs. Series
4.02 Arithmetic Sequences
4.03 Geometric Sequences
4.04 Series
4.05 Applications of Sequences and Series
4.06 Discussion Based Assessment
4.07 Module 4 Exam
4.09 Segment 1 Exam
Segment 2
Seg. 2 Pre-Requisites
Seg. 2 Collab/Enrich
Module 5
5.01 Defining Trigonometric Functions and Their Angles
5.02 Law of Sines
5.03 Law of Cosines
5.04 Unit Circle
5.05 Making the Unit Circle Work for You
5.06 Trigonometry Mid-Module Check
5.10 Discussion Based Assessment
5.07 Graphing the Sine and Cosine Function
5.08 Graphing Other Trigonometric Functions
5.09 Analyzing Trigonometric Functions
5.11 Module 5 Exam
Module 6
6.01 Trigonometric Identities
6.02 Angle Sum and Difference Formula
6.03 Double-Angle and Half-Angle Formulas
6.04 Trigonometric Identities and Formulas Mid-Module Check
6.05 Applying Trigonometric Identities
6.06 Solving Trigonometric Equations
6.07 Discussion Based Assessment
6.08 Module 6 Exam
Module 7
7.01 What is a Vector?
7.02 How are Vectors Written?
7.03 What Vector Operations Can be Applied?
7.04 How are Vectors Multiplied?
7.05 Vectors Mid-Module Check
7.06 Can Vectors Change Size?
7.07 Why are Vectors useful?
7.08 Discussion Based Assessment
7.09 Module 7 Exam
Module 8
8.01 Polar Coordinates
8.02 Polar Equations
8.03 Complex Numbers
8.04 Applications of Complex Numbers
8.05 Parametric Equations
8.06 Discussion Based Assessment
8.07 Module 8 Exam
8.09 Segment 2 Exam
Student Items
Course Navigation Videos
TI 84 Help
FLVS PRE-CALCULUS
Home
Segment 1
Seg. 1 Pre-Requisites
Seg. 1 Collab/Enrich
Module 1
1.01 Key Features of Functions and Their Graphs
1.02 Polynomial Functions
1.03 Rational Functions
1.04 Radical Functions
1.05 Mid-Module Check
1.09 Discussion Based Assessment
1.06 Exponential Functions
1.07 Logarithmic Functions
1.08 Piecewise Functions
1.10 Module 1 Exam
Module 2
2.01 Compare Key Features of Functions
2.02 Systems of Equations
2.03 Combining Functions
2.04 Composing Functions
2.05 Mid-Module Check
2.06 Inverse Functions
2.07 Difference Quotient
2.08 Discussion Based Assessment
2.09 Module 2 Exam
Module 3
3.01 Exploring Conic Sections
3.02 Circles
3.03 Parabolas
3.04 Conic Sections Mid-Module Check
3.05 Ellipses
3.06 Hyperbolas
3.07 Applications Using Conic Sections
3.08 Discussion Based Assessment
3.09 Module 3 Exam
Module 4
4.01 Sequences vs. Series
4.02 Arithmetic Sequences
4.03 Geometric Sequences
4.04 Series
4.05 Applications of Sequences and Series
4.06 Discussion Based Assessment
4.07 Module 4 Exam
4.09 Segment 1 Exam
Segment 2
Seg. 2 Pre-Requisites
Seg. 2 Collab/Enrich
Module 5
5.01 Defining Trigonometric Functions and Their Angles
5.02 Law of Sines
5.03 Law of Cosines
5.04 Unit Circle
5.05 Making the Unit Circle Work for You
5.06 Trigonometry Mid-Module Check
5.10 Discussion Based Assessment
5.07 Graphing the Sine and Cosine Function
5.08 Graphing Other Trigonometric Functions
5.09 Analyzing Trigonometric Functions
5.11 Module 5 Exam
Module 6
6.01 Trigonometric Identities
6.02 Angle Sum and Difference Formula
6.03 Double-Angle and Half-Angle Formulas
6.04 Trigonometric Identities and Formulas Mid-Module Check
6.05 Applying Trigonometric Identities
6.06 Solving Trigonometric Equations
6.07 Discussion Based Assessment
6.08 Module 6 Exam
Module 7
7.01 What is a Vector?
7.02 How are Vectors Written?
7.03 What Vector Operations Can be Applied?
7.04 How are Vectors Multiplied?
7.05 Vectors Mid-Module Check
7.06 Can Vectors Change Size?
7.07 Why are Vectors useful?
7.08 Discussion Based Assessment
7.09 Module 7 Exam
Module 8
8.01 Polar Coordinates
8.02 Polar Equations
8.03 Complex Numbers
8.04 Applications of Complex Numbers
8.05 Parametric Equations
8.06 Discussion Based Assessment
8.07 Module 8 Exam
8.09 Segment 2 Exam
Student Items
Course Navigation Videos
TI 84 Help
More
Home
Segment 1
Seg. 1 Pre-Requisites
Seg. 1 Collab/Enrich
Module 1
1.01 Key Features of Functions and Their Graphs
1.02 Polynomial Functions
1.03 Rational Functions
1.04 Radical Functions
1.05 Mid-Module Check
1.09 Discussion Based Assessment
1.06 Exponential Functions
1.07 Logarithmic Functions
1.08 Piecewise Functions
1.10 Module 1 Exam
Module 2
2.01 Compare Key Features of Functions
2.02 Systems of Equations
2.03 Combining Functions
2.04 Composing Functions
2.05 Mid-Module Check
2.06 Inverse Functions
2.07 Difference Quotient
2.08 Discussion Based Assessment
2.09 Module 2 Exam
Module 3
3.01 Exploring Conic Sections
3.02 Circles
3.03 Parabolas
3.04 Conic Sections Mid-Module Check
3.05 Ellipses
3.06 Hyperbolas
3.07 Applications Using Conic Sections
3.08 Discussion Based Assessment
3.09 Module 3 Exam
Module 4
4.01 Sequences vs. Series
4.02 Arithmetic Sequences
4.03 Geometric Sequences
4.04 Series
4.05 Applications of Sequences and Series
4.06 Discussion Based Assessment
4.07 Module 4 Exam
4.09 Segment 1 Exam
Segment 2
Seg. 2 Pre-Requisites
Seg. 2 Collab/Enrich
Module 5
5.01 Defining Trigonometric Functions and Their Angles
5.02 Law of Sines
5.03 Law of Cosines
5.04 Unit Circle
5.05 Making the Unit Circle Work for You
5.06 Trigonometry Mid-Module Check
5.10 Discussion Based Assessment
5.07 Graphing the Sine and Cosine Function
5.08 Graphing Other Trigonometric Functions
5.09 Analyzing Trigonometric Functions
5.11 Module 5 Exam
Module 6
6.01 Trigonometric Identities
6.02 Angle Sum and Difference Formula
6.03 Double-Angle and Half-Angle Formulas
6.04 Trigonometric Identities and Formulas Mid-Module Check
6.05 Applying Trigonometric Identities
6.06 Solving Trigonometric Equations
6.07 Discussion Based Assessment
6.08 Module 6 Exam
Module 7
7.01 What is a Vector?
7.02 How are Vectors Written?
7.03 What Vector Operations Can be Applied?
7.04 How are Vectors Multiplied?
7.05 Vectors Mid-Module Check
7.06 Can Vectors Change Size?
7.07 Why are Vectors useful?
7.08 Discussion Based Assessment
7.09 Module 7 Exam
Module 8
8.01 Polar Coordinates
8.02 Polar Equations
8.03 Complex Numbers
8.04 Applications of Complex Numbers
8.05 Parametric Equations
8.06 Discussion Based Assessment
8.07 Module 8 Exam
8.09 Segment 2 Exam
Student Items
Course Navigation Videos
TI 84 Help
7.01 What is a Vector?
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module
7
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FORMULA SHEET:
Module 7 Formula Sheet
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7.01 Full Lesson
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