Comment utiliser l'outil Random dans Desmos. ▶️ DTube ▶️ YouTube

In this video, I made a Desmos project to create fractals with Fourier series. ▶️ DTube ▶️ YouTube

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Working with data and finding best-fit equations using Desmos ▶️ DTube ▶️ YouTube

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Here's a a quick video tutorial on graphing points in the Desmos Graphing Calculator ( You can find more how-to videos, as well as our collection of interactive tours, at ▶️ DTube ▶️ YouTube

Here is the Desmos graph used in the video: ▶️ DTube ▶️ YouTube

This is a simulation I made in Desmos to show standing waves. You can see the transverse standing wave and the two component wave trains. You can see a longitudinal wave, and you can see the relative pressure

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A short tutorial on how to use Desmos Graphing Calculator to graph conic sections ▶️ DTube ▶️ YouTube

This video is a short tutorial on how to import an image into Desmos. You will also learn how to find the equation that best resembles the image. ▶️ DTube ▶️ YouTube

Learn the pronunciation and sound of "voiceless th digraph" in this video. Children can also learn a lot of words that contain the digraph, hence building their vocabulary. ▶️ DTube ▶️ YouTube

In English Pronunciation there are voiced and voiceless English sounds. Make sure you are aware of these sounds so you don't say one sound when you mean to say another. ▶️ DTube ▶️ YouTube

How to pronounce verbs in past tense ▶️ DTube ▶️ YouTube

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Easy explanation of the Fourier transform and the Discrete Fourier transform, which takes any signal measured in time and extracts the frequencies in that signal. This is a work in progress, let me know

Special thanks to the viewer, Boolean Coercion, for the solution! sum of sin(n)/n by complex numbers, Fourier Series formulas: T-shirts: my site: twitter: Patreon: Blue Microphone: black marker red marker:

Fourier Series introduction ▶️ DTube ▶️ YouTube

Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions. You can graph this with your calculator easily and watch the modeling in action. Make sure you're

CODE: figure pause(2); w=1; t=0:0.01:2pi; A=2pi; a=1/(pi); y=0; n=1; y=asin(nt); z=(a/2)+y; plot(t,z); pause(2); clf t=0:0.01:2pi; A=2pi; a=1/(pi); y=0; n=3; for i=1:2:n