Color Visual Art: Incenter and Excenters of a Triangle

2011-06-17 02:59

This GeoGebra example vividly demonstrates the geometric properties and construction of the incenter and excenters of a triangle through color visual art. Using geometric commands like Line, it constructs a complex plane geometry figure with multiple intersections and auxiliary lines, illustrating the positional relationships of the angle bisector intersections (incenter) and external angle bisect

#triangle #geometry-construction #angle

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<expression label="B12" exp="(x1, y1) + t * (Corner[2.0] - Corner[1.0]) + A12 / 300.0 * (Corner[3.0] - Corner[2.0])" type="point" />
<element type="point" label="B12">
	<show object="true" label="false"/>
	<objColor r="64" g="64" b="64" alpha="0.0" dynamicr="10.0^(-abs(Distance[B12, b] - Distance[B12, c]))" dynamicg="10.0^(-abs(Distance[B12, a] - Distance[B12, c]))" dynamicb="10.0^(-abs(Distance[B12, b] - Distance[B12, a]))"/>
	<layer val="0"/>
	<labelMode val="0"/>
	<trace val="true"/>
	<auxiliary val="true"/>
	<coords x="-4.0714999999999995" y="0.24366666666666667" z="1.0"/>
	<pointSize val="1"/>
	<pointStyle val="0"/>
</element>
</construction>
</geogebra>