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Parts and Classification of Polygons
Polygons The world polygon comes from two Greek words, poly which means many and gonia which means angle.
Put together, literally it means many angles. A polygon is a plane with many angles. It is a plane bounded by straight line segments
Parts and Classification of Polygons
Parts of a Polygon Side or edge is a line segment that
bounds a plane region. Vertex is the point of intersection of
two sides. Diagonal is a line segment that
connects two non-adjacent vertices.
Parts and Classification of Polygons
Interior angle is the angle inside the polygon formed by two adjacent sides.
Exterior angle is the angle outside the polygon formed by two adjacent sides.
A regular polygon is one whose sides are of the same length.
Parts and Classification of Polygons
Apothem is the line segment that connects the center of a regular polygon and the midpoint of a side.
Central angle is the angle subtended by a side about the center of a regular polygon.
Parts and Classification of Polygons
Characteristics of Polygons It is a plane figure, that is, it has two
dimensions. It is closed. It is bounded by three or more
straight line segments.
Parts and Classification of Polygons
Regular and Irregular Polygons Regular polygon is a polygon whose sides have equal length. All its interior angles are also congruent. Regular polygons are both equilateral and equiangular.
If they are not, they are called irregular polygons.
Parts and Classification of Polygons
Concave and Convex Polygons Convex polygon contains no internal angle larger than 180 degrees.
If it does, it is called a concave polygon. An angle larger than 180o is also called a reflex angle.