Algebra 2 Curriculum Pack Bundle

This HUGE (over 1000 pages) Algebra 2 curriculum pack contains three of our full-year, best selling bundles: Guided Notes Bundle (scaffolded notes, presentation/presentation handouts, INB activities, quick checks for understanding), Student Practice Pages Bundle (homework sheets) and Algebra 2 Assessments Bundle. All of the products in this bundle are now fully editable. Whether you are a seasoned Algebra 2 teacher, a newbie who wants structure, or a homeschool instructor, this bundle has everything you need to give your students a solid foundation while providing plenty of supported practice.

The guided notes bundle consists of a full-year of guided (scaffolded notes), interactive notebook activities, and quick checks for understanding for 15 units of study, perfect for Algebra 2 students.

There are over 195 focused guided-note activities that contain teacher answer keys. Example problems are solved on the sample teacher answer keys, but you can have your students use them over and over again with problems from your own curriculum.

There are over 115 interactive notebook activities which include descriptions for use. We have not included specific examples for the interactive notebook activities. We like to give them to students for review so that they can show what they have learned and personalize their notes.

The products in this bundle also includes Quick Checks for Understanding with Answer Keys, perfect for an entrance or exit ticket!

An editable PowerPoint presentation is included along with presentation student handouts so that you can present the material whether your students are in-person or distance learning.

This bundle also contains a description of how to use the materials included and the suggested groupings for presenting the notes, interactive notebook activities, and quick checks with your students. In addition, we have included a bonus CCSS alignment guide to help you plan and prepare.

The Algebra 2 Student Practice Pages Bundle contains additional practice problems for each topic. They are similar to the quick check sections and they are great for extra practice, homework, and remediation. Answer keys are included!

This mega bundle also includes fully editable Algebra 2 Assessments. These assessments include two versions of each test, perfect for a pre- and post-assessment. You can modify the tests to meet the needs of your students, or use the PDF versions as-is.

The individual units in this mega-bundle have been used by thousands of teachers and homeschool parents to provide flexible, scaffolded support for all types of learners. We have created a free Algebra 2 Supplementary Materials guide that includes a how-to-use guide, CCSS alignment guide, and Table of Contents for each unit.

Topics included in the products in this bundle:

Solving Equations and Inequalities

• Order of Operations (Review)
• Defining Key Terms: Variables, Algebraic Expressions, and Formulas
• Reviewing Expressions and Formulas
• Number Systems
• Properties of Real Numbers
• Properties of Real Numbers (Match)
• Multiplicative and Additive Inverses
• Distributive Property
• Verbal Expressions to Algebraic Expressions
• Properties of Equality
• Review: Solving Equations
• Absolute Value Expressions
• Solving Absolute Value Equations
• Properties of Inequalities
• Solve and Graph an Inequality
• Compound Inequalities
• Absolute Value Inequalities

Linear Relations and Functions

• Relations: Domain and Range
• Multiple Representations of a Relation
• What is a Function?:
• What do functions look like?
• Create a Mapping of a Relation
• Is the equation a linear equation?
• State the Domain of a Function
• Evaluating Functions for a Given Value
• Operations with Functions
• Composition of Functions
• Ways to Write Equations of Lines
• Writing Linear Equations in Standard Form
• Types of Slope
• Finding Slope
• Linear Functions
• Using Intercepts to Graph Lines
• Graph a Line in Slope-Intercept Form
• Graph a Line Given a Point and Slope
• Writing Linear Equations
• Equations of Parallel, Coinciding, and Perpendicular Lines
• Graphing Parallel Lines
• Graphing Perpendicular Lines
• Correlation
• Some Special Piecewise Functions
• Graphing Linear Inequalities

Solving Systems of Equations in Two and Three Variables

• Characteristics of Systems of Equations
• What is a System of Equations?
• How do you solve a system of equations by graphing?
• Classifying Systems of Equations by Graphing
• How do you solve a system of equations using substitution?
• How do you solve a system of equations using elimination?
• Multiply, Then Use Elimination
• Graphing Inequalities
• What is a system of inequalities?
• Solving a System of Inequalities by Graphing
• Solving a System of Equations (Graphing, Substitution,
• and Elimination)
• Systems of Equations in Three Variables
• 14 Steps for Solving a System of Equations in Three Variables with Elimination
• 9 Steps for Solving a System of Equations in Three Variables with Substitution

Introduction to Matrices

• What is a Matrix?
• What are Equal Matrices?
• Adding and Subtracting Matrices
• Steps for Multiplying Matrices
• Multiplying Matrices
• Name that Matrix
• Matrices: Special Types
• The Product of a Scalar and a Matrix
• Modeling Motion with Matrices
• What is a Vertex Matrix/Translation Matrix?
• How do you Translate a Shape using Matrices?
• Reflection Matrices
• Rotation Matrices
• How do you Complete a Reflection or Rotation of a Shape Using a Matrix?
• How do you Dilate a Shape Using a Matrix?

Determinants and Multiplicative Inverses of Matrices

• What is a Determinant?
• Formula for Finding the Determinant of a 2x2 Matrix
• Steps for Finding the Determinant of a 3x3 Matrix
• Finding the Determinant of a 3x3 Matrix
• Steps for Finding the Determinant of a 3x3 Matrix Using Diagonals
• Finding the Determinant of a 3x3 Matrix Using Diagonals
• Cramer's Rule for Two Variables
• Cramer's Rule for Three Variables
• Multiplicative Inverse of a Matrix
• Solving Systems of Equations Using Matrix Equations in 4 Steps

Polynomials, Radicals, and Complex Numbers

• What is a monomial?
• What is a negative exponent?
• Rules of Exponents
• Simplifying Expressions with Exponents
• Scientific Notation
• Multiplying Numbers in Scientific Notation
• Dividing Numbers in Scientific Notation
• What is a polynomial?
• What is the degree of a polynomial?
• Polynomials: Add, Subtract, and Multiply
• Multiplying Binomials Using the F.O.I.L Method
• Multiplying Polynomials
• Dividing a Polynomial by a Monomial
• Polynomial Division (Long-Division Method)
• Polynomial Division (Using Synthetic Division)
• Factoring Techniques (Handout)
• What is Factoring?
• Greatest Common Factor
• Polynomial and GCF (Match)
• Factoring Polynomials (Handout)
• Factoring Second Degree Trinomials with a Coefficient of One on the Second Degree Term into a Product of Binomials
• Factoring Second Degree Trinomials into the Product of Binomials Using the “X” Method
• Factoring Polynomials with Four or More Terms Using Grouping
• Special Factoring Techniques for Polynomials with Two Terms
• Square and Square Root Review with Whole Numbers
• Cube and Cube Root Review with Whole Numbers
• Definition of nth Root
• Principal Root
• Real nth Roots
• Finding Roots
• Simplifying Roots Using Absolute Values
• Rules for Simplifying Square Roots
• Finding the Square Root of a Product
• Finding the Square Root of a Quotient
• Multiplying Radicals
• Adding and Subtracting Radicals
• Multiplying Binomials with Radical Terms Using the F.O.I.L. Method
• Using a Conjugate to Rationalize a Denominator
• Rational Exponents and Radicals
• Evaluating Expressions with Rational Exponents
• Expressions with Radicals
• Expressions with Rational Exponents
• Solve a Radical Equation (Square Root)
• Solve a Radical Equation with an Extraneous Solution
• Solve a Radical Equation (Cube Root)
• Solve a Radical Inequality
• Solving Radical Inequalities
• What is an imaginary unit?
• Square Roots of Negative Numbers
• Multiply Pure Imaginary Numbers
• Solving Equations with Imaginary Solutions
• What is a complex number?
• Equate Complex Numbers
• Add and Subtract Complex Numbers
• Multiplying Complex Numbers Using the F.O.I.L. Method
• Using a Conjugate to Divide Complex Numbers

Quadratic Functions

• Graphing Quadratic Functions Using a Table of Values
• Finding the Y-Intercept, Axis of Symmetry, and Vertex of a Quadratic Function
• Graphing Quadratic Functions Using a Table of Values, the Y-Intercept, Axis of Symmetry, and the Vertex
• Maximum and Minimum Values
• Solutions to Quadratic Equations
• Estimating Roots After Graphing a Quadratic Equation
• Solving Quadratic Equations without Factoring
• Write an Equation Given Roots
• Steps for Completing the Square
• Solving a Quadratic Equation Using the Quadratic Formula
• Solving a Quadratic Equation by Completing the Square
• What can the discriminant tell you about the roots of a quadratic function?
• Quadratic Functions in Vertex Form
• Write a Quadratic Equation in Vertex Form
• Write an Equation Given the Vertex and a Point on the Parabola
• Graphing a Quadratic Inequality

Polynomial and Rational Functions

• Review: Finding the Degree and Leading Coefficient of a Polynomial in One Variable
• Evaluating a Polynomial Function for a Given Value
• Evaluating a Polynomial Function for a Variable or Algebraic Expression
• Graphs of Polynomial Functions (Handout)
• Graphs of Polynomial Functions Reflection
• End Behavior of Polynomial Functions
• Graphs of Polynomial Functions
• The Fundamental Theorem of Algebra
• Write a polynomial equation with the given roots.
• Find the roots of a function and graph.
• Locate the zeros of a function by graphing.
• Finding the relative maximum and minimum by graphing.
• The Location Principle
• Reviewing Polynomial Factoring Techniques
• Factoring Polynomials
• Solving Polynomial Functions Using Quadratic Techniques
• What can the discriminant of the quadratic formula tell you about the roots of the equation?
• Writing Polynomial Equations in Quadratic Form
• Solve a Quadratic Equation by Completing the Square
• Solve a Quadratic Equation Using the Quadratic Formula
• The Remainder and Factor Theorems
• Using Synthetic Division to Divide a Polynomial by a Binomial
• Rational Root Theorem and Descartes’ Rule of Signs
• Use Descartes’ Rule of Signs and the Rational Root Theorem to Determine the Zeros of a Function
• The Rational Root Theorem and Integral Zero Theorem
• Use Descartes’ Rule of Signs and the Rational Root Theorem to Determine the Zeros of a Function (Leading Coefficient Does Not Equal 1)
• Solving Rational Equations
• Decomposing a Rational Expression into Partial Fractions
• Solving Radical Equations
• Solving Radical Equations with More than One Radical
• Graphing a Radical Equation

Conic Sections

• What is the distance formula for two points?
• What is the slope formula for two points?
• What is the midpoint formula for two points?
• How do you cut the cones to make the conic sections?
• Equations of Circles
• Writing the Equation of a Circle Given Endpoints of a Diameter
• Analyzing Equations of Circles
• Circles Tangent to an Axis
• Use a system of equations to find the center and radius of a circle given three points on the circle.
• Ellipse: Label the Diagram
• Ellipse: Equations that you need to know.
• Writing the Equation of an Ellipse Given Endpoints of Axes
• Writing the Equation of an Ellipse Given the Length of the Axes and the Center
• Analyzing the Equation of an Ellipse (Horizontal Major Axis)
• Analyzing the Equation of an Ellipse (Vertical Major Axis)
• Steps for writing the equation of an ellipse in standard form when given an equation in general form.
• Hyperbola: Label the Diagram
• Hyperbola: Equations that you need to know.
• Writing the Equation of a Hyperbola Given Vertices and the Length of the Conjugate Axis
• Writing the Equation of a Hyperbola Given Vertices and Foci
• Analyzing the Equation of a Hyperbola (Horizontal Transverse Axis)
• Analyzing the Equation of a Hyperbola (Vertical Transverse Axis)
• Steps for writing the equation of a hyperbola in standard form when given an equation in general form.
• Parabola: Label the Diagram
• Parabola: Equations that you need to know.
• Analyzing Equations of Parabolas (Parabola Opens Up or Down)
• Analyzing Equations of Parabolas (Parabola Opens Left or Right)
• Steps for writing the equation of a parabola in standard form when given an equation in general form.
• General Form of a Conic Section
• Identify the conic section represented by each equation.
• Steps for finding a rectangular equation given a parametric equation of a conic section.
• Conic Section Review Sheet (2 pages)
• Solving a System of Equations in Three Variables by Substitution (Review Sheets)

Rational Expressions and Equations

• What is a rational expression?
• Simplify a Rational Expression by Cancelling Out the GCF
• Simplify by Factoring Out -1
• Multiplying Rational Expressions
• How do you multiply rational expressions?
• Dividing Rational Expressions
• How do you divide rational expressions?
• How do you multiply rational expressions with polynomials in the numerator and denominator?
• How do you divide rational expressions with polynomials in the numerator and denominator?
• What is a complex fraction?
• Simplify a Complex Fraction
• Least Common Multiple of Monomials
• Least Common Multiple of Polynomials
• Adding Rational Expressions
• Adding Rational Expressions with Monomial Denominators
• Subtracting Rational Expressions
• Subtracting Rational Expressions with Monomial Denominators
• Adding Rational Expressions with Polynomial Denominators
• Subtracting Rational Expressions with Polynomial Denominators
• Terms to Know When Graphing Rational Functions
• Vertical Asymptotes and Point Discontinuity
• Graphing a Rational Function with a Vertical Asymptote
• Graphing a Rational Function with Point Discontinuity
• What is a rational equation?
• Solve a Rational Equation
• Why is it important to check your answers when you are solving rational equations?
• What is a rational inequality?
• Solve a Rational Inequality

Exponential and Logarithmic Functions

• Review: Properties of Exponents
• Simplifying Exponential Expressions
• Evaluating Exponential Expressions
• Radicals and Rational Exponents
• Graph an Exponential Function
• Graph an Exponential Inequality
• Formulas: Population Growth/Decline and Value of Investments
• What is e?
• Formulas with e: Exponential Growth/Decay (e)/Continuously Compounded Interest (e)/Compound Interest
• Logarithmic Functions
• Converting between Logarithmic and Exponential Functions
• Properties of Logarithms
• Common Logarithms
• Expanding Expressions with Common Logarithms
• Change of Base Formula
• Using Logarithms to Solve Exponential Equations
• Natural Logarithms
• Converting Logarithms to Natural Logarithms
• The Inverse of Ln
• Use a Natural Logarithm to Solve an Exponential or Logarithmic Equation.
• Formula: Doubling Time of an Investment

The Trigonometric Functions

• Parts of an Angle (Match)
• Positive and Negative Angles
• Standard Position
• Quadrantal Angles
• Measuring Angles in Degrees, Minutes, and Seconds
• Expressing Decimal Degree Measures in Degrees, Minutes, and Seconds
• Determine the Angle Measure of a Clockwise Rotation Around the Coordinate Plane
• Determine the Angle Measure of a Counterclockwise Rotation Around the Coordinate Plane
• Coterminal Angles and Reference Angles
• Which Quadrant is your Angle in?
• Using Quadrants to Figure out Reference Angles
• Find the Measure of the Reference Angle
• Review of the Pythagorean Theorem
• Find the Six Trigonometric Ratios for Angle A
• Trigonometric Ratios (Sine, Cosine, and Tangent)
• Reciprocal Trigonometric Ratios (Cosecant, Secant, and Cotangent)
• Special Right Triangle Relationships
• Trigonometric Ratios for 30°, 45°, and 60°
• Cofunctions
• Unit Circle on a Coordinate Plane
• The Six Trigonometric Functions on the Unit Circle
• Using the Unit Circle to Find Values of Trigonometric Functions
• Trigonometric Functions of an Angle in Standard Position
• Find the Values of the Six Trigonometric Functions for an Angle in Standard Position Given a Point on its Terminal Side
• Using Trigonometric Functions to Solve Problems Involving Right Triangles
• Frequently Used Values from the Unit Circle
• Inverses of Trigonometric Functions
• Solve an Equation Using the Inverse of Trigonometric Functions
• Evaluate an Expression with an Inverse Function Multiplied by a Function
• Solve a Right Triangle Using Trigonometric Ratios and the Pythagorean Theorem
• The Law of Sines
• Formulas for Finding the Area of Triangles (Given Two Sides and an Angle Measure)
• Formulas for Finding the Area of Triangles (Given Two Angles and a Side Measure)
• The Law of Cosines
• Hero’s Formula

Graphing Trigonometric Functions

• Radians
• Radian Measures and Their Degree Equivalents
• Length of an Arc
• Area of a Circular Sector
• Angular and Linear Velocity
• Properties of the Graph y = sin x
• Properties of the Graph y = cos x
• Finding the Amplitude and Period of Sine and Cosine Functions
• Phase Shifts
• Midline
• Vertical Shifts
• Graphing Sine and Cosine Functions
• Properties of the Graph of y = tan x
• Properties of the Graph y = cot x
• Properties of the Graph y = csc x
• Properties of the Graph y = sec x
• Period of Trigonometric Functions

Arithmetic Sequences and Series

• Terms to Know for Arithmetic Sequences
• Arithmetic Sequences: Finding the Next Terms
• Arithmetic Sequences: Finding the nth Term
• Arithmetic Sequences: Write an Equation for the nth Term
• Finding Arithmetic Means
• Arithmetic Sequence vs. Arithmetic Series
• Two Formulas for Finding the Sum of an Arithmetic Series
• Find the Sum of an Arithmetic Series
• Find the First Term in the Arithmetic Series
• Find the First Few Terms in the Arithmetic Series
• What is Sigma Notation?
• Two Ways to Evaluate a Sum in Sigma Notation

Geometric Sequences and Series

• Geometric Sequences
• Geometric Sequences: Finding the Next Terms
• Geometric Sequences: Finding the nth Term
• Geometric Sequences: Write an Equation for the nth Term
• Find a Term in the Sequence Given a Term in the Sequence and the Common Ratio
• Finding Geometric Means
• Geometric Sequence vs. Geometric Series
• Two Formulas for Finding the Sum of a Geometric Series
• Find the Sum of a Geometric Series
• Finding the Sum of a Geometric Series When You are Not Given n
• Find the First Term of a Geometric Series
• Find the Indicated Term of a Geometric Series
• What is Sigma Notation?
• Two Ways to Evaluate a Sum in Sigma Notation
• Finding the Sum of an Infinite Geometric Series
• What is Sigma Notation?
• Two Ways to Evaluate a Sum in Sigma Notation
• Finding the Sum of an Infinite Geometric Series
• What is Sigma Notation?
• Sum of an Infinite Geometric Series in Sigma Notation

Please see individual units for detailed descriptions and full-length previews.

These units can be used for introducing topics or to reflect/review what you have covered in class discussion. The problems listed in these activity packets build nicely on each other if introduced in the order that they appear. Our students enjoy filling them out and organizing them in their math journals so that they can refer back to them throughout the year.

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Assessment Bundles

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