Section 17.1 GeoGebra Applets Master List
¶Please note that the Applets open in new windows.
Applets for PCC MTH 60.
Determine the intercepts of the line whose equation is stated in standard form. (Drill Applet)
Graph a line given the standard form of the equation of the line. (Graphing Applet)
Graph a line with a fixed \(y\)-intercept and a given slope. (Graphing Applet)
Determine the slope of a line given two points on the line. (Drill Applet)
Graph a line given the slope-intercept form of the equation of the line. (Graphing Applet)
Determine the equation of a line given two points on a line. (Drill Applet)
Explore a systems-based interest application numerically. (Exploration Applet)
Explore a systems-based acid mixture application numerically. (Exploration Applet)
Explore a systems-based distance/rate/time application numerically. (Exploration Applet)
Applets for PCC MTH 65.
The meaning of positive integer exponents (Exploration Applet)
The power-to-a-power rule of exponents. (Exploration Applet)
Practice problems combining the product rule and the power-to-a-power rule. (Drill Applet)
The quotient rule of exponents - Part I. (Exploration Applet)
The quotient rule of exponents - Part II. (Exploration Applet)
Which version of the quotient rule should be used? (Drill Applet)
Applying the exponent rules applied to non-negative integer exponents. (Drill Applet)
What's the meaning of negative exponents? (Exploration Applet)
Which factors move when there's a negative exponent? (Drill Applet)
Applying the rules of exponents to integer exponents. (Drill Applet)
Convert from Standard Notation to Scientific Notation. (Drill Applet)
Multiplying numbers expressed using scientific notation. (Drill Applet)
Simplifying square root expressions (Exploration and Drill Applet)
Rationalizing monomial square root denominators. (Exploration and Drill Applet)
Rationalizing binomial denominators that have a square root term. (Exploration and Drill Applet)
What is the meaning of a rational exponent? (Exploration Applet)
Simplifying square roots of negative integers. (Exploration and Drill Applet)
Using a graph to solve an inequality - part one. (Graphing Applet)
Using a graph to solve an inequality - part two. (Graphing Applet)
Applets for PCC MTH 95.
Factoring trinomials with a leading coefficient of one - part one. (Exploration and Drill Applet)
Factoring trinomials with a leading coefficient of one - part two. (Drill Applet)
Factoring trinomials with a leading coefficient that is not one - part two. (Drill Applet)
Factoring trinomials with a leading coefficient that is not one - part three. (Drill Applet)
Factoring difference of squares that have one variable. (Drill Applet)
Factoring difference of squares that have two variables. (Drill Applet)
Factoring sum and difference of cubes that have one variable. (Drill Applet)
Factoring sum and difference of cubes that have two variables. (Drill Applet)
Introduction to Function Notation - Part One. (Graphical Exploration Applet)
Introduction to Function Notation - Part Two. (Exploration Applet)
Simplifying \(f(x+y)\) for a quadratic expression \(f\text{.}\) (Exploration and Drill Applet)
Solving quadratic equations after first completing the square. (Exploration and Drill Applet)
Graphing parabolas when the equation is stated in vertex form. (Graphing Applet)
Using a graph to solve an inequality - part one. (Graphing Applet)
Using a graph to solve an inequality - part two. (Graphing Applet)
Applets for PCC MTH 111.
Simplifying \(f(x+y)\) for a quadratic expression \(f\text{.}\) (Exploration and Drill Applet)
Graphical transformations - horizontal shifts. (Exploration Applet)
Graphical transformations - vertical shifts. (Exploration Applet)
Graphical transformations - horizontal and vertical shifts. (Drill Applet)
Graphical transformations - reflections across the axes. (Exploration Applet)
Graphical transformations - horizontal stretches and compressions. (Exploration Applet)
Graphical transformations - vertical stretches and compressions. (Exploration Applet)
Graphical transformations - stretches/compressions/reflections. (Drill Applet)
Graphical transformations - \(g(x)=a \cdot f(b(x - h)) + k\text{.}\) (Drill Applet)
Graphical transformations - \(g(x)=a \cdot f(b x - h) + k\text{.}\) (Drill Applet)