Content Showcase: Video Library

This is part of a collection of video tutorials on the topic of using the Desmos Geometry tools to explore geometric concepts.

This is part of a collection of video tutorials on the topic of using the Desmos Geometry tools to explore geometric concepts.

This is part of a collection of video tutorials on the topic of using the Desmos Geometry tools to explore geometric concepts.

This YouTube video describes Hooke's Law, which is an application of linear functions of the form y = kx.

In this video, students the basics of equations. They'll learn about true equations, false equations, and conditional equations.

In this video, learn about the properties of equality that are the core of the equation-solving process. They'll learn about true properties for each of the four operations. Only subscribers to Media4Math Library can download these resources.

In this video, students expand their knowledge of properties of equations with a focus on identities. Students will see how to use identities to solve equations, in particular certain quadratic equations.

In this video learn about the properties of isosceles triangles. The video includes real-world examples of isosceles triangles.

In this video, students learn about step functions on a Desmos graphing calculator. They then go about using the functionality of Desmos to create a moving escalator with a figure standing on it. Your students will enjoy the abilities of Desmos; they'll learn about step functions; and they'll fun in the process.

Learn the basics of increasing functions. Graphical and algebraic representations of increasing functions are shown, as well as examples of such functions.

Learn the basics of decreasing functions. Graphical and algebraic representations of decreasing functions are shown, as well as examples of such functions.

Learn the basics of direct variations. Graphical and algebraic representations of direct variations are shown, as well as examples of such functions.

Learn the basics of inverse variations. Graphical and algebraic representations of inverse variations are shown, as well as examples of such functions.