Common Core Algebra 2, Student Edition

Crosswalk Target

Ron Larson, Laurie Boswell

Big Ideas Learning, 2022commercial textbookGrade 10-11algebra-2

Cover of Common Core Algebra 2, Student Edition

Big Ideas Learning, 2022 edition. ISBN 978-1-64727-420-7. Authors: Ron Larson, Laurie Boswell. 12 chapters, 72 sections: Linear Functions, Quadratic Functions, Quadratic Equations/Complex Numbers, Polynomial Functions, Rational Exponents/Radical Functions, Exponential/Logarithmic Functions, Rational Functions, Probability, Data Analysis/Statistics, Trigonometric Ratios/Functions, Sequences/Series, and Matrices. Crosswalks: HSA, HSF, HSN, HSS, HSG (draft). All 72 sections covered.

What is a crosswalk?

A crosswalk maps the lessons in this course to Common Core and other standards-based content. Each lesson below is linked to the corresponding content node(s), so you can quickly find slides, briefs, or other resources that cover the same material. This is how we respect the copyright of the original curriculum while still making the content accessible to teachers and students.

Crosswalked by Other Curricula

These curricula have content mapped to this course.

Common Core Math - HS Algebra

common-core-math-hsa

Common Core Math - HS Functions

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Common Core Math - HS Geometry

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Common Core Math - HS Number and Quantity

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Common Core Math - HS Statistics and Probability

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Outline Structure

Structural index only — no lesson content is stored for restricted curricula.

Chapter 1Linear Functions

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1.1
Parent Functions and Transformations
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1.2
Transformations of Linear and Absolute Value Functions
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1.3
Modeling with Linear Functions
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1.4
Solving Linear Systems
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Chapter 2Quadratic Functions

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2.1
Transformations of Quadratic Functions
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2.2
Characteristics of Quadratic Functions
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2.3
Focus of a Parabola
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2.4
Modeling with Quadratic Functions
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Chapter 3Quadratic Equations and Complex Numbers

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3.1
Solving Quadratic Equations
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3.2
Complex Numbers
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3.3
Completing the Square
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3.4
Using the Quadratic Formula
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3.5
Solving Nonlinear Systems of Equations
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3.6
Quadratic Inequalities
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Chapter 4Polynomial Functions

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4.1
Graphing Polynomial Functions
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4.2
Adding, Subtracting, and Multiplying Polynomials
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4.3
Dividing Polynomials
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4.4
Factoring Polynomials
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4.5
Solving Polynomial Equations
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4.6
The Fundamental Theorem of Algebra
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4.7
Transformations of Polynomial Functions
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4.8
Analyzing Graphs of Polynomial Functions
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4.9
Modeling with Polynomial Functions
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Chapter 5Rational Exponents and Radical Functions

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5.1
nth Roots and Rational Exponents
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5.2
Properties of Rational Exponents and Radicals
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5.3
Graphing Radical Functions
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5.4
Solving Radical Equations and Inequalities
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5.5
Performing Function Operations
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5.6
Composition of Functions
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5.7
Inverse of a Function
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Chapter 6Exponential and Logarithmic Functions

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6.1
Exponential Growth and Decay Functions
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6.2
The Natural Base e
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6.3
Logarithms and Logarithmic Functions
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6.4
Transformations of Exponential and Logarithmic Functions
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6.5
Properties of Logarithms
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6.6
Solving Exponential and Logarithmic Equations
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6.7
Modeling with Exponential and Logarithmic Functions
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Chapter 7Rational Functions

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7.1
Inverse Variation
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7.2
Graphing Rational Functions
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7.3
Multiplying and Dividing Rational Expressions
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7.4
Adding and Subtracting Rational Expressions
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7.5
Solving Rational Equations
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Chapter 8Probability

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8.1
Sample Spaces and Probability
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8.2
Two-Way Tables and Probability
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8.3
Conditional Probability
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8.4
Independent and Dependent Events
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8.5
Probability of Disjoint and Overlapping Events
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8.6
Permutations and Combinations
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8.7
Binomial Distributions
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Chapter 9Data Analysis and Statistics

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9.1
Using Normal Distributions
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9.2
Populations, Samples, and Hypotheses
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9.3
Collecting Data
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9.4
Experimental Design
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9.5
Making Inferences from Sample Surveys
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9.6
Making Inferences from Experiments
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Chapter 10Trigonometric Ratios and Functions

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10.1
Right Triangle Trigonometry
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10.2
Angles and Radian Measure
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10.3
Trigonometric Functions of Any Angle
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10.4
Graphing Sine and Cosine Functions
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10.5
Graphing Other Trigonometric Functions
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10.6
Modeling with Trigonometric Functions
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10.7
Using Trigonometric Identities
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10.8
Using Sum and Difference Formulas
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Chapter 11Sequences and Series

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11.1
Defining and Using Sequences and Series
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11.2
Analyzing Arithmetic Sequences and Series
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11.3
Analyzing Geometric Sequences and Series
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11.4
Finding Sums of Infinite Geometric Series
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11.5
Using Recursive Rules with Sequences
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Chapter 12Matrices

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12.1
Basic Matrix Operations
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12.2
Multiplying Matrices
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12.3
Determinants and Cramer's Rule
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12.4
Inverse Matrices
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