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Name: Chapter 8: Right Triangles Topic 8: Special Right TrianglesDate: Period: Do Now: An equilateral triangle has sides of length 2 and angle measures of 60, as shown below. The altitude from one
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How to fill out constructing special angles

01
Start with a straight line that will serve as the base for constructing special angles.
02
Use a compass to mark the desired vertex of the angle on the line.
03
Set the compass to a convenient length and draw an arc from both ends of the base line.
04
Without changing the compass width, place the compass point on one of the arc intersect points and draw another arc.
05
Repeat the previous step using the other arc intersect point.
06
Draw a straight line connecting the vertex to the intersection point between the arcs.
07
The angle formed between the base line and the connecting line is the desired special angle.

Who needs constructing special angles?

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Constructing special angles is useful for mathematicians, particularly those studying geometry.
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Engineers and architects also benefit from constructing special angles when designing structures or calculating measurements.
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Students learning about angles or practicing geometry concepts may also need to construct special angles.
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Constructing special angles involves creating specific angles, such as 30, 45, 60, and 90 degrees, using geometric tools and techniques.
Students studying geometry or anyone interested in learning about angles may choose to construct special angles.
To fill out constructing special angles, one must follow the steps outlined in geometry textbooks or online resources.
The purpose of constructing special angles is to understand the properties of angles and how they can be formed using precise measurements.
The information reported on constructing special angles includes the angle measurements, tools used, and steps taken to construct them.
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