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POLYPAD MANIPULATIVES

Polypad is the ultimate collection of virtual manipulatives by Mathigon. It has ready to use polygons, number and algebra tiles, fraction bars, fractals , pentominoes, and much more. You can find Polypad under the Activities section of Mathigon. When you create an account, you can save your Polypad files and share them with your students with their links.


On the sidebar, there are two tabs; Tiles and Library. When you click on Library, you may see the files (manipulatives) created by Mathigon as well as your own saved canvases.


At the very bottom of the sidebar, you can find the links to the page "Sample Lesson Plans and Video Tutorials".


I use Polypad a lot in my lessons and wanted to share the links of the lessons that I prepared; (This list will be updated periodically.)


You can save as copies and edit them as you wish.



 

Visual Patterns 3






 

Chairs around the Table Problem






 

Border Tiles Problem






 

Fractals 1 - 2






 

True Scale Multiplication Table






 


Pascal Triangle with Factors





 

Kolam Designs 1 - 2






 

Different Proofs of Number Sums







 

Visual Patterns 1






 

Visual Patterns 2






 

Penrose Tiles 1 - 2






 

Triangular Numbers






 

Proofs of Sum of Odd and Even Numbers





 

Construct different size squares on the grid.







 


Sphinx tiling





 

Tetrahedral Numbers






 

Cube Number







 

Unit Fractions







 



Hexadecagons






 

How many with Dice







 

Pick's Theorem







 

Sum of 1/2s and 1/4s








 

Spidrons








 

Dodecagon Dissection








 

Experimental Probability with the Galton Board and Coin Flips


Galton Board, Pascal Triangle, Normal Distribution and How can you change the distribution


 

Visual Proof of the Cube of a Binomial






 

Cube Numbers and Nicomachu’s Theorem:






 

Grid Paths









 

Number Bars and Fibonacci










 

Brick Walls and Fibonacci







 

Kite Squares







 

Diagonals of Rectangles








 

Mystic Rose








 

Number of Squares

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