Illustrative Mathematics Algebra II (2018) Gizmos | Browse by Core Curriculum

1: Sequences and Functions

1.1: A Towering Sequence

1.2: Introducing Geometric Sequences

1.3: Different Types of Sequences

1.5: Sequences are Functions

1.6: Representing Sequences

1.7: Representing More Sequences

1.8: The nth Term

1.9: What's the Equation?

1.10: Situations and Sequence Types

2: Polynomials and Rational Functions

2.1: Let's Make a Box

2.3: Introducing Polynomials

2.4: Combining Polynomials

2.5: Connecting Factors and Zeros

2.6: Different Forms

2.7: Using Factors and Zeros

2.8: End Behavior (Part 1)

2.9: End Behavior (Part 2)

2.10: Multiplicity

2.12: Polynomial Division (Part 1)

2.13: Polynomial Division (Part 2)

2.14: What Do You Know About Polynomials?

2.15: The Remainder Theorem

2.17: Graphs of Rational Functions (Part 1)

2.18: Graphs of Rational Functions (Part 2)

2.19: End Behavior of Rational Functions

3: Complex Numbers and Rational Exponents

3.1: Properties of Exponents

3.2: Square Roots and Cube Roots

3.9: Solving Radical Equations

3.10: A New Kind of Number

3.11: Introducting the Number i

3.12: Arithmetic with Complex Numbers

3.13: Multiplying Complex Numbers

3.14: More Arithmetic with Complex Numbers

3.16: Solving Quadratics

3.18: The Quadratic Formula and Complex Solutions

3.19: Real and Non-Real Solutions

4: Exponential Functions and Equations

4.1: Growing and Shrinking

4.2: Representations of Growth and Decay

4.9: What is a Logarithm?

4.10: Interpreting and Writing Logarithmic Functions

4.11: Evaluating Logarithmic Functions

4.13: Exponential Functions with Base e

4.17: Logarithmic Functions

5: Transformations of Functions

5.2: Moving Functions

5.3: More Movement

5.4: Reflecting Functions

5.5: Some Functions Have Symmetry

5.7: Expressing Transformations of Functions Algebraically

5.10: Combining Functions

6: Trigonometric Functions

6.2: Revisiting Right Triangles

6.3: The Unit Circle (Part 1)

6.4: The Unit Circle (Part 2)

6.5: The Pythagorean Identity (Part 1)

6.6: The Pythagorean Identity (Part 2)

6.9: Introduction to Trigonometric Functions

6.10: Beyond 2pi

6.11: Extending the Domain of Trigonometric Functions

6.12: Tangent

6.13: Amplitude and Midline

6.14: Transforming Trigonometric Functions

6.15: Features of Trigonometric Graphs (Part 1)

6.16: Features of Trigonometric Graphs (Part 2)

6.17: Comparing Transformations

7: Statistical Inferences

7.3: Randomness in Groups

7.5: Normal Distributions

7.9: Variability in Samples

7.10: Estimating Proportions from Samples

7.11: Reducing Margin of Error