angle bisector theorem
角平分線定理
the angle bisector divides the angle into two equal parts.
角平分線將角平分爲兩個相等的部分。
in geometry, the bisector is crucial for constructing perpendicular lines.
在幾何中，平分線對於構造垂直線至關重要。
the bisector theorem helps in finding distances in triangles.
平分線定理有助於在三角形中找到距離。
to find the bisector, use a compass and straightedge.
要找到平分線，可以使用圓規和直尺。
the internal bisector of a triangle meets at the incenter.
三角形的內角平分線在內心相交。
constructing a bisector requires precise measurements.
構造平分線需要精確的測量。
the angle bisector can also be used in real-life applications.
角平分線在現實生活中也可以應用。
each bisector in a polygon has unique properties.
多邊形中的每條平分線都有獨特的性質。
the concept of a bisector is fundamental in trigonometry.
平分線的概念在三角學中是基礎。
using the bisector can simplify complex geometric problems.
使用平分線可以簡化複雜的幾何問題。
angle bisector theorem
角平分線定理
the angle bisector divides the angle into two equal parts.
角平分線將角平分爲兩個相等的部分。
in geometry, the bisector is crucial for constructing perpendicular lines.
在幾何中，平分線對於構造垂直線至關重要。
the bisector theorem helps in finding distances in triangles.
平分線定理有助於在三角形中找到距離。
to find the bisector, use a compass and straightedge.
要找到平分線，可以使用圓規和直尺。
the internal bisector of a triangle meets at the incenter.
三角形的內角平分線在內心相交。
constructing a bisector requires precise measurements.
構造平分線需要精確的測量。
the angle bisector can also be used in real-life applications.
角平分線在現實生活中也可以應用。
each bisector in a polygon has unique properties.
多邊形中的每條平分線都有獨特的性質。
the concept of a bisector is fundamental in trigonometry.
平分線的概念在三角學中是基礎。
using the bisector can simplify complex geometric problems.
使用平分線可以簡化複雜的幾何問題。
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