UCSMP Algebra (2008) Gizmos | Browse by Core Curriculum

1: Using Algebra to Describe

1.2: Describing Patterns

1.6: Absolute Value and Distance

2: Using Algebra to Explain

2.4: Opposites

3: Linear Equations and Inequalities

3.1: Graphing Linear Patterns

3.3: Solving Equations by Creating Equivalent Equations

3.4: Solving ax + b = c

3.6: Inequalities and Multiplication

3.7: Solving ax + b

4: More Linear Equations and Inequalities

4.3: Using Tables and Graphs to Solve

4.4: Solving ax + b = cx + d

4.5: Solving ax + b

4.8: Compound Inequalities - AND and Or

4.9: Solving Absolute Value Equations and Inequalities

5: Division and Proportions in Algebra

5.2: Division of Algebraic Fractions

5.3: Rates

5.4: Multiplying and Dividing Rates

5.5: Ratios

5.6: Probability Distributions

5.9: Proportions

5.10: Similar Figures

6: Slopes and Lines

6.1: Rate of Change

6.2: The Slope of a Line

6.4: Slope-Intercept Equations for Lines

6.5: Equations for Lines with a Given Point and Slope

6.6: Equations for Lines through Two Points

6.7: Fitting a Line to Data

6.8: Standard Form of the Equation of a Line

6.9: Graphing Linear Inequalities

7: Using Algebra to Describe Patterns of Change

7.1: Compound Interest

7.2: Exponential Growth

7.3: Exponential Decay

7.4: Modeling Exponential Growth and Decay

7.5: The Language of Functions

7.6: Function Notation

7.7: Comparing Linear Increase and Exponential Growth

8: Powers and Roots

8.1: The Multiplication Counting Principle

8.2: Products and Powers of Powers

8.3: Quotients of Powers

8.4: Negative Exponents

8.5: Powers of Products and Quotients

8.6: Square Roots and Cube Roots

8.7: Multiplying and Dividing Square Roots

8.8: Distance in a Plane

9: Quadratic Equations and Functions

9.1: The Function with Equation y = ax2

9.3: Graphing y = ax2 + bx + c

9.5: The Quadratic Formula

9.6: Analyzing Solutions to Quadratic Equations

10: Linear Systems

10.2: Solving Systems Using Substitution

10.4: Solving Systems by Addition

10.5: Solving Systems by Multiplication

10.6: Systems and Parallel Lines

10.9: Systems of Inequalities

10.10: Nonlinear Systems

11: Polynomials

11.3: Multiplying a Polynomial by a Monomial

11.4: Common Monomial Factoring

11.5: Multiplying Polynomials

11.6: Special Binomial Products

11.7: Permutations

12: More Work with Quadratics

12.1: Graphing y - k = a(x - h)2

12.3: The Factored Form of a Quadratic Function

12.4: Factoring x2 + bx + c

12.5: Factoring ax2 + bx + c

12.7: Graphs of Polynomial Functions of Higher Degree

12.8: Factoring and Rational Expressions

13: Using Algebra to Prove

13.8: Proofs of the Pythagorean Theorem