Fractivities are hands-on projects that teach fractal concepts in a fun, artistic way. Students utilize their math skills in real-world applications and also work together as a team to create large fractal designs.

2023年10月16日 · A fractal is any pattern, that when seen as an image, produces a picture, which when zoomed into will still make the same picture. It can be cut into parts which look like a smaller version of the picture that was started with.

Make A Fractal For the Classroom or at Home. Kids Love Them. Teaching math using art and creativity is fun! Students learn How To Make A Fractal on this page and if they're like most young people, they'll get a kick out of it while learning about the math of fractals. What is a Fractal: In simple terms, it's a never ending pattern.

Fractals Overview and Objective. In this unit, students will explore different types of fractals. This unit contains seven different activities. The first three activities emphasize the self-similarity property of fractals, whereas the rest will make students explore the fractals' fractional (non-integer) dimensions. Activity #1 - Fractal Tiles

Let's learn about the fun patterns with fractals! Have you ever looked at a mirror with another mirror? Have you ever sat between two full-length wall mirrors? Each mirror reflects the other...

2024年9月5日 · Fractal geometry is an extension of classical geometry which can make precise models of physical structures, from ferns to galaxies. It can describe the shape of a cloud as precisely as an architect can describe a house.

2023年5月20日 · Hands on activities, art projects, books, and videos for teaching and exploring infinity, fractals and tessellations with elementary and middle school kids

A fractal is any shape that repeats itself indefinitely within itself. A fern is a perfect of fractals in nature. Other simple fractals are the Sierpinski's Triangle, the Menger Sponge, and the Koch Snowflake.

Fractals; geometry and shapes; infinity. To accompany our fractal building worksheets, we have produced a set of related activity sheets, covering a selection of simple and more complicated fractals, as well as including some questions to get students thinking.

Fractals are geometric figures, like triangles and circles. They are hard to define formally, but their features and beauty make them accessible and intriguing. One feature is self-similarity, which describes how fractals have patterns that recur at different scales.