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Chapter 10 Test
John Godfrey
126 подписчиков
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200 видео с канала:
John Godfrey
Chapter 10 Test
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A4 1 Inequalities and their Graphs
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Remove Fractions from Equations
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PW4 Remove Fractions from Equations
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Working with Fractions Intro
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Working with Fractions Essentials
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Multiplying Fractions Examples
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Dividing Fractions Examples
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Add Subtract Fraction Examples
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Elimination APQ 831 Simple Examples
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Elimination APQ 833 Creating Opposites
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Elimination APQ 835
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Elimination Multiply Both Equations APQ 834
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Elimination Using Negative 1 APQ 832
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Elimination Explained
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Substitution Examples APQ 821
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Substitution An Explanation
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Substitution Choosing a Variable
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Choosing a Variable Examples APQ 822
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A23D Negative Meaning
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A23C Inverses
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A23B Adding Rational Numbers
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A23A Addition on a Number Line
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A21E Absolute Value and PEMDAS
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A21D Absolute Value
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A21C Comparing Numbers on a Number Line
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A21B Number Lines
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A21A Sets of Numbers
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AA22B - Standard Form of a Linear Function
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G14D - Parallel and Skew Lines
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A18A Reasoning Strategies
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A19C Dimensional Analysis, Using Formulas
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A19B Using Formulas
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A19A Formulas
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A17E Properties of Equality
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A17D Equivalent Equations
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A17C Algebra, what's the point?
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A17B Replacement Sets and Solving Equations
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A17A Math Sentences True, False, Open
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A15F Adding Like Terms
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A15E Identifying Like Terms
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A15D Like Terms Definitions
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A15C Factoring with Examples
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A15B Distributive Property Examples and Important Note
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A15A Distributive Property
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A14B Equivalent Expressions
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A14A Associative Property
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A13C Evaluating Exponential Expressions
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A13B Exponential Error
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A13A Exponential Notation
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A12E Simplifying Examples
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A12D Simplifying Expressions
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A12C The Value of 1
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A12B Identities
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A12A Commutative Property
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A11E Evaluating Errors Examples
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A11D PEMDAS Examples
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A11C PEMDAS
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A11B Evaluating Expressions
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A11A Algebraic Expressions
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G105A Trigonometry and Area
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G105B Area of a Triangle with Trigonometry
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G103C Area of Regular Polygon
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G103B Angles in a Regular Polygon
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G103A Regular Polygons
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AA133C Unit Circle and Quadrantal Angles
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AA133D Arc Length
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AA133B Trig Ratios of Angles
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AA133A Degree and Radians
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G102A Trapezoids, Kites, and Rhombi
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G102B - Examples
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G101C - Area of Triangles
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G101B - Examples
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G101A - Area of Parallelograms
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AA132D - Trig Ratios of Angles
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AA132C - Coterminal Angles
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AA132B - Special Triangles
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AA132A - Intro to Trig
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PC62D - Work - Application of Dot Product
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PC62C - Application of Projection Vectors - On a Hill
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PC62B - Projection of a Vector onto Another
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PC62A - Dot Product
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PC61E - Application of Vector Example
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PC61D - Resolving a Vector
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PC61C - The Unit Vector
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PC61B - Vector Arithmetic
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PC61A - Intro to Vectors
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AA85C - Solving Logarithmic Equations - Examples
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AA85B - Solving Exponential Equations - Examples
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AA85A - Solving Exponential and Logarithmic Equations
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AA84C - Using Properties to Evaluate Logarithms
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AA84B - Properties of Logarithms - Examples
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AA84A - Properties of Logarithms
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AA83D - Applications of Logarithmic Functions
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AA83C - Graphs of Logarithms
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AA83B - Evaluating Logarithms
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AA83A- Intro to Logarithms
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G85B - Applications of Angles of Elevation and Depression
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G85A - Angles of Elevation and Depression
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G84B - Examples with Sine and Cosine
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G84A - Sine and Cosine Ratios
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G83C - The Inverse Tangent
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G83B - Exact vs Estimate
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G83A - The Tangent Ratio
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AA82B - Applications of Exponential Functions
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AA82A - Transformation of Exponential Graphs
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AA81D - Graphs of Exponential Functions
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AA81C - Writing Algebraic Models
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AA81B - Growth Rate and Growth Factor
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AA81A - Exponential Functions
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AA78C- Hidden Shifts
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G82D - Word Problems
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G82C - Examples with Special Triangles
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G82B - 30 - 60 - 90 Triangles
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G82A - 45 - 45 - 90 Triangles
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AA78B - Examples - Graphs of Radicals
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AA78A - Graphs of Radicals
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G81C - Obtuse, Acute Triangles with Pythagorean Theorem
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G81B - Converse of Pythagorean Theorem
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G81A - Pythagorean Theorem
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AA77D - Composing Functions with its Inverse
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AA77C - Domain and Range of Relations and their Inverses
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AA77B - Graphs of Inverses
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AA77A - Inverses
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AA76E - Composing Functions
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AA76D - Domain of Combined Functions
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AA76C - Range of Functions
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AA76B - Domain of Functions
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AA76A - Function Operations
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G74E - Examples - Similarity in Right Triangles
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G74D - Similarity in Right Triangles
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G74C - Geometric Mean
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G74B - Examples - Simplfying Radicals
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G74A - Simplfying Radicals
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AA73C Dividing Binomial Radical Expressions
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AA73B Multiply Binomial Radical Expressions
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AA73A Adding Radical Expressions
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AA72D EXAMPLES Rationalizing Denominators
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AA72C Rationalizing Denominators
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AA72B Dividing Radicals
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AA72A Multiplying Radicals
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PC46A Composite Trigonometric Functions
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G73B Applications of Similar Triangles
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G73A Similarity Postulate and Theroem
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G72C The Golden Ratio
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G72B Applications of Similar Polygons
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G72A Similar Polygons
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G71D Applications of Ratios and Proportions
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G71C Solving Proportions
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G71B Proportions
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G71A Ratios
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PC45E Simple Trigonometric Equations
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PC45D Examples Reciprocal Function Graphs
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PC45C Graphs of Reciprocal Functions
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PC45B Examples Tangent Function Graphs
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PC45A Graphs of Tangent
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AA71D Absolute Radicals
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AA71C Examples Simplify Radicals
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AA71B Simplifying Radicals
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AA71A Radical Intro
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AA66B Determine All Zeros
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AA66A Fundamental Theroem of Algebra
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G67B Coordinate Proofs
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G67A Trapezoid Midsegment
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AA65G Examples Determine All Zeros
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AA65E Examples - Writing Polynomial Given Zeros
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AA65F Detemine All Zeros of a Polynomial
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AA65D Writing Polynomial from Given Zeros
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AA65C Irrational and Imaginary Root Theorems
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AA65B Examples Rational Zero Theorem
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AA65A Rational Root Theorem
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G66A Placing Figures in the Coordinate Plane
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PC44B Graphs of Sine and Cosine Amplitude
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PC44E Examples Graphing
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PC44D Horizontal+Vertical Shifts Summary
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PC44C Period of Sinusoid
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PC44A Sinusoids Intro
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PC43F Examples Radians and Trig Ratios
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PC43E Unit Cirlcle and Trigonometry
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PC43D Examples Evaluating Trig Functions
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PC43C Evaluating Trig Functions
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PC43B Connceting Coterminal with Trigonometry
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PC43A Coterminal Angles
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G65A Trapezoids
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G65B Kites
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PC41C Applications
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PC42D Applications of Trigonometry
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PC42C Determining Trig Ratios
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PC42B Special Triangles
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PC42A Intro to Trig
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G64B Proving Special Parallelograms
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G64A Special Parallelograms Characteristics - Rhombi and Rectangles
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G63A Proving Quadrilaterals are Parallelograms
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AA64D Solving Quartic Equation by Factoring
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AA64C Solving Perfect Cube Equations
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AA64B Factoring Perfect Cubes
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AA64A Solving Polynomials by Graphing
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AA63E Remainder Theorem
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AA63D Examples Synthetic Division
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AA63C Synthetic Division of Polynomials
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Канал: John Godfrey
Chapter 10 Test
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A4 1 Inequalities and their Graphs
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Remove Fractions from Equations
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PW4 Remove Fractions from Equations
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Working with Fractions Intro
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Working with Fractions Essentials
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Multiplying Fractions Examples
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Dividing Fractions Examples
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Add Subtract Fraction Examples
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Elimination APQ 831 Simple Examples
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Elimination APQ 833 Creating Opposites
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Elimination APQ 835
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Elimination Multiply Both Equations APQ 834
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Elimination Using Negative 1 APQ 832
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Elimination Explained
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Substitution Examples APQ 821
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Substitution An Explanation
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Substitution Choosing a Variable
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Choosing a Variable Examples APQ 822
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A23D Negative Meaning
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A23C Inverses
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A23B Adding Rational Numbers
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A23A Addition on a Number Line
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A21E Absolute Value and PEMDAS
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A21D Absolute Value
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A21C Comparing Numbers on a Number Line
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A21B Number Lines
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A21A Sets of Numbers
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AA22B - Standard Form of a Linear Function
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G14D - Parallel and Skew Lines
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A18A Reasoning Strategies
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A19C Dimensional Analysis, Using Formulas
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A19B Using Formulas
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A19A Formulas
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A17E Properties of Equality
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A17D Equivalent Equations
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A17C Algebra, what's the point?
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A17B Replacement Sets and Solving Equations
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A17A Math Sentences True, False, Open
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A15F Adding Like Terms
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A15E Identifying Like Terms
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A15D Like Terms Definitions
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A15C Factoring with Examples
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A15B Distributive Property Examples and Important Note
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A15A Distributive Property
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A14B Equivalent Expressions
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A14A Associative Property
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A13C Evaluating Exponential Expressions
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A13B Exponential Error
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A13A Exponential Notation
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A12E Simplifying Examples
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A12D Simplifying Expressions
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A12C The Value of 1
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A12B Identities
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A12A Commutative Property
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A11E Evaluating Errors Examples
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A11D PEMDAS Examples
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A11C PEMDAS
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A11B Evaluating Expressions
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A11A Algebraic Expressions
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G105A Trigonometry and Area
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G105B Area of a Triangle with Trigonometry
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G103C Area of Regular Polygon
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G103B Angles in a Regular Polygon
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G103A Regular Polygons
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AA133C Unit Circle and Quadrantal Angles
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AA133D Arc Length
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AA133B Trig Ratios of Angles
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AA133A Degree and Radians
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G102A Trapezoids, Kites, and Rhombi
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G102B - Examples
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G101C - Area of Triangles
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G101B - Examples
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G101A - Area of Parallelograms
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AA132D - Trig Ratios of Angles
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AA132C - Coterminal Angles
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AA132B - Special Triangles
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AA132A - Intro to Trig
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PC62D - Work - Application of Dot Product
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PC62C - Application of Projection Vectors - On a Hill
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PC62B - Projection of a Vector onto Another
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PC62A - Dot Product
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PC61E - Application of Vector Example
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PC61D - Resolving a Vector
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PC61C - The Unit Vector
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PC61B - Vector Arithmetic
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PC61A - Intro to Vectors
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AA85C - Solving Logarithmic Equations - Examples
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AA85B - Solving Exponential Equations - Examples
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AA85A - Solving Exponential and Logarithmic Equations
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AA84C - Using Properties to Evaluate Logarithms
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AA84B - Properties of Logarithms - Examples
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AA84A - Properties of Logarithms
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AA83D - Applications of Logarithmic Functions
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AA83C - Graphs of Logarithms
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AA83B - Evaluating Logarithms
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AA83A- Intro to Logarithms
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G85B - Applications of Angles of Elevation and Depression
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G85A - Angles of Elevation and Depression
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G84B - Examples with Sine and Cosine
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G84A - Sine and Cosine Ratios
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G83C - The Inverse Tangent
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G83B - Exact vs Estimate
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G83A - The Tangent Ratio
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AA82B - Applications of Exponential Functions
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AA82A - Transformation of Exponential Graphs
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AA81D - Graphs of Exponential Functions
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AA81C - Writing Algebraic Models
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AA81B - Growth Rate and Growth Factor
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AA81A - Exponential Functions
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AA78C- Hidden Shifts
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G82D - Word Problems
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G82C - Examples with Special Triangles
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G82B - 30 - 60 - 90 Triangles
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G82A - 45 - 45 - 90 Triangles
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AA78B - Examples - Graphs of Radicals
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AA78A - Graphs of Radicals
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G81C - Obtuse, Acute Triangles with Pythagorean Theorem
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G81B - Converse of Pythagorean Theorem
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G81A - Pythagorean Theorem
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AA77D - Composing Functions with its Inverse
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AA77C - Domain and Range of Relations and their Inverses
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AA77B - Graphs of Inverses
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AA77A - Inverses
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AA76E - Composing Functions
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AA76D - Domain of Combined Functions
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AA76C - Range of Functions
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AA76B - Domain of Functions
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AA76A - Function Operations
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G74E - Examples - Similarity in Right Triangles
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G74D - Similarity in Right Triangles
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G74C - Geometric Mean
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G74B - Examples - Simplfying Radicals
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G74A - Simplfying Radicals
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AA73C Dividing Binomial Radical Expressions
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AA73B Multiply Binomial Radical Expressions
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AA73A Adding Radical Expressions
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AA72D EXAMPLES Rationalizing Denominators
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AA72C Rationalizing Denominators
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AA72B Dividing Radicals
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AA72A Multiplying Radicals
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PC46A Composite Trigonometric Functions
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G73B Applications of Similar Triangles
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G73A Similarity Postulate and Theroem
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G72C The Golden Ratio
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G72B Applications of Similar Polygons
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G72A Similar Polygons
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G71D Applications of Ratios and Proportions
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G71C Solving Proportions
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G71B Proportions
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G71A Ratios
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PC45E Simple Trigonometric Equations
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PC45D Examples Reciprocal Function Graphs
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PC45C Graphs of Reciprocal Functions
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PC45B Examples Tangent Function Graphs
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PC45A Graphs of Tangent
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AA71D Absolute Radicals
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AA71C Examples Simplify Radicals
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AA71B Simplifying Radicals
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AA71A Radical Intro
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AA66B Determine All Zeros
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AA66A Fundamental Theroem of Algebra
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G67B Coordinate Proofs
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G67A Trapezoid Midsegment
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AA65G Examples Determine All Zeros
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AA65E Examples - Writing Polynomial Given Zeros
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AA65F Detemine All Zeros of a Polynomial
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AA65D Writing Polynomial from Given Zeros
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AA65C Irrational and Imaginary Root Theorems
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AA65B Examples Rational Zero Theorem
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AA65A Rational Root Theorem
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G66A Placing Figures in the Coordinate Plane
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PC44B Graphs of Sine and Cosine Amplitude
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PC44E Examples Graphing
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PC44D Horizontal+Vertical Shifts Summary
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PC44C Period of Sinusoid
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PC44A Sinusoids Intro
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PC43F Examples Radians and Trig Ratios
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PC43E Unit Cirlcle and Trigonometry
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PC43D Examples Evaluating Trig Functions
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PC43C Evaluating Trig Functions
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PC43B Connceting Coterminal with Trigonometry
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PC43A Coterminal Angles
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G65A Trapezoids
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G65B Kites
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PC41C Applications
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PC42D Applications of Trigonometry
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PC42C Determining Trig Ratios
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PC42B Special Triangles
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PC42A Intro to Trig
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G64B Proving Special Parallelograms
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G64A Special Parallelograms Characteristics - Rhombi and Rectangles
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G63A Proving Quadrilaterals are Parallelograms
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AA64D Solving Quartic Equation by Factoring
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AA64C Solving Perfect Cube Equations
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AA64B Factoring Perfect Cubes
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AA64A Solving Polynomials by Graphing
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AA63E Remainder Theorem
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AA63D Examples Synthetic Division
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AA63C Synthetic Division of Polynomials
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