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A closed, plane (two dimensional) shape formed by segments that meet at their endpoints is called a ______________________________. Examples are triangles, quadrilaterals and hexagons. |
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Draw a kite shaped polygon on your paper somewhere. Notice that if you draw a segment connecting any two non-adjacent vertices that the segment only passes through the interior. We would classify the kite as a(n) ______________________________. |
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If you connect points O and Y on the figure below with a line segment. The segment will pass through the exterior of POLY. For that reason we would classify POLY as a(n) ______________________________.
[image] |
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A polygon is ______________________________ if and only if all of its interior angles have the same measure. |
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In pentagon TIGER, TI = IG = GE = ER = RT. TIGER is a(n) ______________________________ polygon. |
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A particular hexagon has six sides of the same length and six angles of the same measure. We would classify this hexagon as a(n) ________________________________________. |
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center (of a regular polygon) |
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Because point F is equidistant from points A, B, C, D and E, we could classify it as the ________________________________________ of ABCDE.
[image] |
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central angle (of a regular polygon) |
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Definition
The vertex of a(n) ________________________________________ lies at the polygon's center, and its sides pass through adjacent vertices of the polygon. |
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interior angle (of a polygon) |
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Definition
Any angle on the inside of a polygon that is formed by two segments that define the polygon is called a(n) ______________________________. |
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exterior angle (of a polygon) |
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Definition
Because adjacent angles HAR and RAY are supplementary, we would classify angle HAR as a(n) ________________________________________ of HARLEY.
[image] |
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Two lines intersect to form a 90º angle. We refer to them as _____________________________. |
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If line m and line n are in the same plane but end up never intersecting, we say that they are ______________________________. |
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______________________________ is a measure of how steep a line is. |
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If point J is on segment PQ such that PJ = JQ, then we refer to J as the ______________________________ of PQ. |
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