IM Geo.1.2 Lesson: Constructing Patterns

Here are 2 circles with centers A and B.
Based on the diagram, explain how you know each statement is true.
The length of segment [math]EA[/math] is equal to the length of segment [math]EB[/math].
Triangle [math]ABF[/math] is equilateral.
[math]AB=\frac{1}{3}CD[/math]
[math]CB=DA[/math]
Use straightedge and compass moves to build your own pattern using the circle and radius in the applet below as a place to start. As you make your pattern, record each move in the space below. Use precise vocabulary so someone can make a perfect copy without seeing the original. Include instructions about how to shade or color your pattern.
[table][tr][td][img]data:image/png;base64,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[/img][/td][td]If you have ever visited a mosque, madrasah, or other location where the religion of Islam is practiced, you may have noticed walls decorated with intricate geometric patterns. Throughout history, artists and craftspeople have developed these patterns which are based on compass and straightedge constructions.[/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table]
You can find many tutorials online for creating these beautiful designs. Here is one example to try.
Video Fes Design available at [url=https://player.vimeo.com/video/304121589]https://player.vimeo.com/video/304121589[/url].
Follow the instructions precisely to recreate the pattern.

IM Geo.1.2 Practice: Constructing Patterns

This diagram was created by starting with points A and B and using only straightedge and compass to construct the rest. All steps of the construction are visible.
Describe precisely the straightedge and compass moves required to construct the line [math]CD[/math] in this diagram.
[size=150]In the construction, [math]A[/math] is the center of one circle, and [math]B[/math] is the center of the other. 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[/img][br][size=100]Identify [b]all [/b]segments that have the same length as segment [/size][math]AB[/math].[/size]
This diagram was constructed with straightedge and compass tools.  [math]A[/math] is the center of one circle, and [math]C[/math] is the center of the other. 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[/img][br]Select [b]all[/b] line segments that [i]must[/i] have the same length as segment[math]AB[/math].
[size=150]Clare used a compass to make a circle with radius the same length as segment [math]AB[/math]. She labeled the center [math]C[/math]. 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[/img][br]Which statement must be true?

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