In this engaging fun Google® activity your students will learn about Pascal’s triangle with a series of six interactive discovery activities.
They will digitally complete a Pascal’s triangle with eleven rows, then learn about fascinating patterns in an even larger the triangle. Activities include finding Sierpinski’s triangle by digitally coloring odd and even numbers. Your students will even construct Sierpinski’s triangle with Drag and Drop construction. They will also explore the relationship between Pascal’s triangle and polygons embedded in a circle discovering a fascinating connection. They will also discover the relationship with the powers of 2.
Detailed illustrated instructions on accessing and sharing this resource with your students are included as well as the link to the product. Answer keys are provided. This activity is appropriate for grades 6 - 11. many of these activities will lead to great discussions in your classroom.
Note: You and your students must have access to the internet and have individual FREE Google Drive Accounts to use this resource.
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What are Teach Interactive™ Google Resources and Why should you teach with them?
New innovative resources which you and your students access through the free Google file sharing system, Google Drive®. They explore math interactively while using the same technology that permeates their daily lives.
✓ Completely paperless, no printing, no lost assignments, and NO PREP for you
✓ Students work directly on their own pages or work collaboratively - your choice!
✓ Students can submit work digitally and you can give feedback promptly
✓ More engaging than pencil and paper
✓ Incorporate technology that students are familiar with into your lessons.
✓ Students can organize their materials in their own Google Drive. Great for Review!
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©2016 Joan Kessler (distancemath.com™). Please note - this resource is for use by one teacher only. Colleagues must purchase additional licenses or you may purchase licenses for them at a discount. Note: You may not upload this resource to the Internet in any form.