After a brief discussion of the weekend’s reading, we started today sharing the images we created by coloring in the even elements (i.e., multiples of 2) of Pascal’s triangle, finding that it produces the same Sierpinski’s Triangle pattern we observed only a few days ago. Wow!

This sparked our curiosity about what other patterns can be found by coloring in other multiples in Pascal’s triangle, and we got into groups to examine the same patterns for 3, 4, 5, 6, and 9. Your homework is to finish these pictures.

We spent the rest of the period playing with FractaSketch,

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