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Make a Mobius strip with colorful lines, shapes, and mathematical patterns. Cut it in half and watch the magic happen!
Invite students to discuss how the repetition of lines and shapes creates patterns and designs.
Review some basic mathematical shapes and symbols. Invite students to use Crayola Dry-Erase Markers on a classroom white board to demonstrate how some patterns are developed. Discuss each illustration. What shapes are visible in each?
Inform students that each will be creating a Mobius strip. Provide each student with a strip of paper approximately 24” x 2” (60cm x 5cm).
Ask them to use a ruler to draw a line down the center of the strip on both the front and the back. Then ask them to create colorful patterns down each column on each side of the paper using Crayola® Washable Markers. Encourage the use of lines, shapes, and mathematical symbols to create interesting patterns.
Invite students to compare designs and discuss the effects of various shape and color combinations.
Show students how to put a single twist in their paper strips and tape the ends together forming a twisted loop.
Ask students what they think will happen if they cut their paper strips in half by cutting along the center line. Discuss the possibilities and the reasons for their suggestions. Then have them cut along the center line and see what happens. Are the results what they expected? What do they think will happen if they cut what they have in half again? Try it.
Review the various branches of mathematics such as applied mathematics, algebra, geometry, and calculus. Introduce students to topology. Discuss how the Mobius strip experiment falls into this category.
Explore how Lane Smith’s illustrations contribute to the mood created by the words of Jon Scieszka in their book, The Ma
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