IM Geo.1.22 Lesson: Now What Can You Build?

What do you notice? What do you wonder?
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[/img]
The collection of designs in the applet below began from the construction of a regular hexagon. Choose one to use.
[list][*]Record any rigid motions (rotation, reflection, or translation) you see in your design.[/*][*]Use straightedge and compass moves to recreate the design.[/*][*]Write down instructions for how to construct it.[/*][/list]
Create your own design.
[list][*]Write down the moves you followed so someone else can recreate your design. [/*][*]If you get stuck, consider reviewing all the constructions you have done so far. For an additional challenge, include examples of rigid motions or symmetry in your design.[/*][/list]
Construct a tessellation with rotation, reflection, and translation symmetry.
Follow the instructions to make a design.
List everything in the design that is congruent. Explain how you know.[br]
Close

Information: IM Geo.1.22 Lesson: Now What Can You Build?