Math Art: Sierpinski Fractals APK

Latest Version 1.2 for Windows

Updated 2016-04-08

Download APK (1.7 MB)

Previous versions

App information

Version 1.2 (#2)

Updated 2016-04-08

APK Size 1.7 MB

Requires Android Android 1.6+ (Donut)

Offered by NextGen KidsMath

Category Free Education App

App id appinventor.ai_moodle_bu.MathArtSierpinski

Developer's notes Exploring the beauty of Sierpinski triangles / fractals and recursive thinking.

Screenshot

Click on the image to see full size

Math Art: Sierpinski Fractals APK Screenshot Thumbnail #1

Math Art: Sierpinski Fractals APK Screenshot Thumbnail #2

Math Art: Sierpinski Fractals APK Screenshot Thumbnail #3

Math Art: Sierpinski Fractals APK Screenshot Thumbnail #4

Table of contents

Latest updates
Editor's review
Description
App permissions
Ratings and Reviews

Latest updates

What's new in Math Art: Sierpinski Fractals 1.2

Added new features; improved GUI.

Editor's review

Download the latest Math Art: Sierpinski Fractals application, version 1.2, compatible with Windows 10/11 (using emulators such as Bluestacks), Android devices. This free Education app is developed by NextGen KidsMath and is easy to download and install.

Previous versions, including 1.2, are also available. If you need help or have any problems, please let us know.

Description

Sierpinski Triangles are fractals, which means part of the triangle is similar to the whole triangle. Typically, we would start with an equilateral triangle and find the midpoints of each side and then draw smaller triangles using the midpoints and its existing vertices. The process goes on forever. There are a few geometric sequences that are worth exploring with K-12 students. This app has several features. First, it allows users to start with any triangle and create self-similar triangles using recursion. Second, it allows the midpoints to be displaced linearly in a random way. Third, it allows the midpoints to be randomly displaced in all directions. There are numerous shapes; so enjoy the beauty of triangular fractals. Warning: Please be patient if you choose to go deep into the structure. It just takes time due to the very nature of recursion. All rights reserved by developer.