探索分形！謝爾賓斯基三角形和康托塵埃中的圖案
透過兩個著名的分形－謝爾賓斯基三角形和康托塵埃，探索分形幾何及其數值和代數聯繫。
Rebecca Russell
平均評分：
5.0
評論數量：(1)
包含什麼
1 現場會議
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課堂經歷
Students will explore the geometric fractals called Sierpinski's Triangle and Cantor's Dust through hands-on activities, teacher guided discussion and group participation. Topics Include: Introduction to Fractals and Fractal Geometry Recursive Processes for creating Cantor's Dust and Sierpinski's Triangle Numerical patterns found in the two fractals Writing equations/functions to represent numerical patterns Connections to real-world fractals. Students are expected to be able to find the area of a triangle, work with radicals and have a basic understanding of how to look for patterns in numerical sequences. Students should have at least a Pre-Algebra background. Follow-up activities will be suggested.
其他詳情
供應清單
Teacher supplied handout. One piece of blank paper. Ruler Pencil Eraser
1 註冊後即可取得文件
外部資源
學習者無需使用標準 Outschool 工具以外的任何應用程式或網站。
Rebecca Russell
已加入 June, 2018
5.0
1評論
教師專業知識和證書
Too many math classes leave out the fun stuff! I love linking math with history and art and other subjects, as well as showing the interconnectedness of the different branches of math.評論
一次性直播課程
US$18
每班單堂課
90 分鐘
有3 位學習者完成此課程
即時視訊會議
年齡: 11-13
5-9 每班學員人數
