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A point has no size, but marks itself in space. - It is represented by a small dot, and it is labeled with a capital letter.
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A line extends in opposite directions without end. It has no width, and it cannot be measured. - It is represented by a straight line with an arrow on each end, and it is labeled using the names of two points on the line. It can also be labeled with one lowercase cursive letter.
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A flat surface that extends out in all directions. It is represented by a flattened rectangle shape. A place cannot be measured. - It is labeled with 3 points that are not in a straight line. A plane can also be labeled with a capital script letter written in a corner.
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Space is the air around us. It is the place where everything exists. Space cannot be measured. - There is no specific notation for space.
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A line segment has length, but no width. It it considered to be part of a line between two points. The distance between the two points is considered the legth of the line segment. - A line is named with the two endpoints and a line over them. The lenght of the line is notated using just the two endpoints.
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A ray has no length and is sometimes thought of as half of a line. It has one endpoint and continues in one direction endlessly. - A ray is named using the endpoint first and another point that the ray passes through.
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The set of points two or more geometric figures have in common. - If two figures have just one point in common, then that point is called the point of intersetion.
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Parallel lines lie the same distance between from each other. These lines never intersect. |
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Perpendicular lines meet each other at a right angle. |
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Skew lines are lines that are not in the same place and never intersect. |
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The midpoint of a segment is the point that is the same distance from each endpoint. |
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If a figure is bisected, then it is cut into two pieces that are equal in size. |
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An angle whose measure is between 0 and 90 degrees. |
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An angle whose measure is exactly 90 degrees. |
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An angle whose measure is between 90 and 180 degrees. |
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An angle whose measure is exactly 180 degrees. |
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A pair of angles that share a vertex and a side. * The term adjacent means "side by side." |
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Angles whose measures add up to 90 degrees. * These angles make a right angle. |
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Angles that add up to 180 degrees. |
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A Linear pair is created by two angles that are adjacent and supplementary. |
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Vertical Angles are formed when two lines intersect. These angles are congruent; they are equal to each other. |
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A polygon is a simple closed figure. It is made up of line segments and never contains curved lines. |
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A polygon where the line connecting any two points inside the polygon lies wholly inside the polygon. |
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A polygon where the line connecting any two points inside the polygon will go outside of the polygon. * Concave polygon "caves in" at some point. |
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Polygons: Triangle; Quadrilateral; Pentagon; Hexagon; Heptagon; Octagon; Nonagon; Decagon or Decahedron; Dodecagon; n-gon. |
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- Triangle - 3 sides
- Quadrilateral - 4 sides
- Pentagon - 5 sides
- Hexagon - 6 sides
- Heptagon - 7 sides
- Octagon - 8 sides
- Nonagon - 9 sides
- Decagon or Decahedron - 10 sides
- Dodecagon - 12 sides
- N-gon - "n" sides
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All of the sides have equal length and all of the interior angles have equal measure. |
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The vertices* of a polygon are the points on the corners where two line segments come togehter. * Plural form of "vertex" |
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The distance from the center of the polygon to the vertex. |
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The distance from the center of a regular polygon to the midpoint of the side of the polygon. * It must also be perpendicular to the side of the polygon. |
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All three sides of the triangles are equal lengths. |
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Two of the sides are equal in length. |
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None of the sides are the same length. |
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All three angles are the same size. |
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All three angles have measures less than 90 degrees. |
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One angle measures greater than 90 degrees. |
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One angle measures 90 degrees. |
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A quadrilateral with 2 pairs of adjacent sides congruent. |
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A quadrilateral with 2 pair of parallel sides and 2 pair of congruent sides. |
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A quadrilateral with one pair of parallel side. |
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A parallelogram with 4 right angles. |
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A Parallelogram with 4 congruent sides. |
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A trapezoid with congruent non-parallel sides. |
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A parallelogram that has congruent sides and four right angles. |
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The set of points in a plane that are equidistant from one point. |
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The distance from the center of the circle to the edge of the circle. |
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A segment from one edge of the circle to the other edge anywhere on the circle. |
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A central angle is made using two radii (plural form of radius) of the circle. It is an angle with its vertex on the center of the circle. |
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Minor Arcs extend less than half way around the circle. |
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Major Arcs extend more than half way around a circle. |
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Semicircle extend exactly halfway around a circle. It measures 180 degrees. |
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Congruent figures are figures that are the same size and shape. |
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A congruence statement is a statement about different sides, angles, or figures that are congruent. * Example: Triangle ABC is congruent or equal to Triangle DEF. |
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