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PCC SLC Math Resources

Portland Community College Mathematics Faculty

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Front Matter
1 Material Sorted by PCC Course Numbers
2 Absolute Value
3 Exponents and Scientific Notation
4 Factoring
5 Functions
6 Imaginary and Complex Numbers
7 Lines
8 Linear Equations and Linear Inequalities in One Variable
9 Logarithmic and Exponential Functions
10 Parabolas
11 Polynomials
12 Quadratic Equations
13 Radicals and Rational Exponents
14 Rational Expressions, Equations, Functions, and Graphs
15 Systems of Linear Equations
16 Trigonometry
17 GeoGebra Applets

Authored in PreTeXt

Chapter 17 GeoGebra Applets

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17.1 GeoGebra Applets Master List
17.2 Determine the Intercepts of a Line Stated in Standard Form
17.3 Graph a Line Given in Standard Form
17.4 Create a Line with a Given Slope
17.5 Determine the Slope of a Line Given Two Points on the Line
17.6 Graph a Line Given in Slope-Intercept Format
17.7 Determine the Slope and \(y\)-Intercept of a Line Whose Equation is Stated in Standard Form.
17.8 Determine the Equation of a Line Given Two Points on the Line
17.9 Solve a System of Equations Graphically.
17.10 Solve a System of Equations by Substitution.
17.11 Solve a System of Equations by Elimination.
17.12 Explore an Interest Systems Problem Numerically.
17.13 Explore an Acid Mixture Systems Problem Numerically.
17.14 Explore a Distance/Rate/Time Systems Problem Numerically.
17.15 Positive Integer Exponents
17.16 The Product Rule of Exponents
17.17 The Power-to-a-Power Rule of Exponents
17.18 The Power-to-a-Power and Product Rules of Exponents
17.19 The Quotient Rule of Exponents
17.20 The Quotient Rule of Exponents
17.21 The Quotient Rules of Exponents - Which One to Use
17.22 Practice Exponent Rules Applied to Non-Negative Integer Exponents
17.23 What's the Meaning of Negative Exponents?
17.24 Which Factors Move When There's a Negative Exponent?
17.25 Simplifying Expressions that Contain Integer Exponents
17.26 Scientific Notation
17.27 Scientific Notation
17.28 Scientific Notation Multiplication
17.29 FOIL
17.30 Simplify Square Root Expressions.
17.31 Rationalizing Monomial Denominators That Contain a Square Root Expression
17.32 Rationalizing Binomial Denominators That Contain Square Root Expressions
17.33 Explore the Meaning of Rational Exponents
17.34 Simplifying Square Roots of Negative Integers
17.35 Multiplication of Complex Numbers
17.36 Determine the Vertex of a Parabola Given in Standard Form - Part I
17.37 Determine the Vertex of a Parabola Given in Standard Form - Part II
17.38 Determine the Vertex of a Parabola Given in Standard Form - Part III
17.39 Using a Graph to Solve an Inequality - Part I
17.40 Using a Graph to Solve an Inequality - Part II
17.41 Determine the Greatest Common Factor
17.42 Determine the Greatest Common Factor
17.43 Show the Process of Factoring a Trinomial With a Leading Coefficient of One
17.44 Practice Factoring Trinomial With Leading Coefficients of One
17.45 Factoring by Grouping
17.46 Factoring Trinomials when the Leading Coefficient is not One - Part I
17.47 Factoring Trinomials when the Leading Coefficient is not One - Part II
17.48 Factoring Trinomials when the Leading Coefficient is not One - Part III
17.49 Factoring Difference of Squares that have One Variable
17.50 Factoring Difference of Squares that have Two Variables
17.51 Factoring Sum or Difference of Cubes that Have One Variable
17.52 Factoring Sum or Difference of Cubes that Have Two Variables
17.53 Introduction to Function Notation - Part One
17.54 Introduction to Function Notation - Part Two
17.55 Advanced Function Notation
17.56 Addition of Rational Expressions
17.57 Solving Rational Equations
17.58 Solving Quadratic Equations after Completing the Square
17.59 Graphing Parabolas when the Equation is in Vertex Form
17.60 Graphing Parabolas After Completing the Square when the Leading Coefficient is One
17.61 Graphing Parabolas After Completing the Square when the Leading Coefficient is Two
17.62 Graphing Parabolas After Completing the Square when the Leading Coefficient is Two
17.63 Graphical Transformations - Horizontal Shifts
17.64 Graphical Transformations - Vertical Shifts
17.65 Graphical Transformations - Horizontal and Vertical Shifts
17.66 Graphical Transformations - Axis Reflections
17.67 Graphical Transformations - Horizontal Stretches and Compressions
17.68 Graphical Transformations - Vertical Stretches and Compressions
17.69 Graphical Transformations - Stretches, Compressions, and Reflections
17.70 Graphical Transformations - \(g(x)=a \cdot f(b(x \pm h)) \pm k\)
17.71 Graphical Transformations - \(g(x)=a \cdot f(b x \pm h) \pm k\)
17.72 The Unit Circle and the Graph of the Sine Function
17.73 Unique Triangle - the Case of Side, Side, Side

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