Polygons
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A polygon is a geometric shape made up of straight, connected line segments that form a closed figure without any gaps. Regular polygons have equal side lengths and interior angles, while irregular polygons have unequal sides or angles. Common examples of regular polygons are triangles, squares, pentagons and hexagons.
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A polygon is a geometric shape made up of straight, connected line segments that do not have any breaks. Regular polygons have equal length sides and equal interior angles, while irregular polygons have unequal sides or angles. Common polygons include triangles, quadrilaterals, and polygons with more than four sides like pentagons and hexagons.
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Polygons are shapes with closed sides made of straight lines, including regular polygons with equal angles and sides like triangles, pentagons, and quadrilaterals. Irregular polygons have unequal sides and angles. Shapes without closed sides made of straight lines are not considered polygons.
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A non-polygon is defined as a shape that has rounded sides or is not a closed figure, whereas a polygon has straight sides and forms a closed shape. Common examples of non-polygons include circles, cones, spheres, hemispheres, cylinders, and semi-circles, as they do not have straight edges or form a complete perimeter. In contrast, polygons are shapes with straight edges that meet to form a closed boundary without any gaps.
Polygons by jvn
This document defines and classifies different types of polygons. It distinguishes between convex and concave polygons, as well as regular and irregular polygons. It then defines various polygons based on the number of sides they have, including triangles, quadrilaterals, pentagons, hexagons, heptagons, octagons, nonagons, and decagons.
Polygons 09
The document defines a polygon as a closed shape made of line segments that connect at endpoints. It notes that a polygon must have at least three sides, and the sides can only connect at endpoints without crossing. The document also states that polygons have a closed shape with interior and are made up of line segments without any curves.
transversal.pptx
This document provides information about parallel lines and transversals. It defines parallel lines and transversals, and describes the different types of angles formed when parallel lines are cut by a transversal, including corresponding angles, alternate interior angles, alternate exterior angles, same-side interior angles, same-side exterior angles, linear pairs, and vertical angles. It also provides examples of using these angle properties to solve for unknown angle measures.
Understanding shapes
The document defines and provides examples of polygons, including naming conventions for polygons with 3 to 12 sides. It describes four types of polygons: convex polygons have interior angles whose lines of sides remain inside the shape; concave polygons have at least one interior angle line extending outside the shape; regular polygons have all sides and angles equal; and irregular polygons do not have equal sides and angles. Properties of common quadrilaterals are also outlined.
Symmetry greta
This is a PowerPoint I prepared during my Teaching Practice on Symmetry. Not all slides are original !! It covers the whole symmetry topic :) Hope you find it useful !
Symmetry: Lines, Reflection, Rotation
This is a PowerPoint presentation I put together for my Final Teaching Practice.
It covers the whole symmetry topic : identifying lines of symmetry, reflecting in symmetry line and rotational symmetry.
Not all slides are original - some of the slides were adapted from PowerPoints found on TES Resources however the amalgamation and several slides are original.
I hope it will be useful :)
Polygons n polyhedra for slide share 2014
This power point may be used by educators to teach students about polygons and polyhedra. It includes the definition of regular polygons, the names of a few common polygons and an introduction to Platonic Archimedes solids.
Great Polygon Powerpoint
The document defines and describes the key properties of various 2-D shapes including triangles, quadrilaterals, regular polygons, and circles. It outlines characteristics such as the number of sides, angles, lines of symmetry, and rotational symmetry for each shape. The types of triangles covered are equilateral, isosceles, right-angled, and scalene triangles. Quadrilaterals discussed include rectangles, squares, parallelograms, trapezoids, rhombuses, kites, and oblongs. Regular polygons from pentagons to decagons are also defined.
Polygons
Polygons are geometric shapes that have three or more straight sides and are closed figures. There are both regular polygons that have equal sides and angles, and irregular polygons that have unequal sides or angles. Common regular polygons include triangles, rectangles, pentagons, hexagons, and octagons, while irregular polygons can have any number of unequal sides and angles. Polygons can also be classified as convex if they curve outward or concave if they curve inward.
Polygons #2
Polygons are closed, plane shapes with three or more straight sides. There are two main types of polygons: regular polygons which have all sides of equal length and all angles of equal measure, and irregular polygons which have at least one unequal side or angle. Common regular polygons include triangles, squares, pentagons, and hexagons, while irregular polygons can have any number of sides of varying lengths and angles. Polygons are further classified as convex if their interior angles form an outward curve or concave if their interior angles form an inward curve.
Polygons 100830211438-phpapp01
A polygon is defined as a plane figure formed by three or more line segments that intersect only at their endpoints. It must be a closed region. Regular polygons have equal side lengths and equal interior angles, while equilateral polygons only have equal side lengths. Convex polygons are those where any segment joining two interior points lies entirely within the polygon, while concave polygons contain at least one interior angle greater than 180 degrees.
1-6 Classifying Polygons
More Free Resources to Help You Teach your Geometry Lesson on Classifying Polygons can be found here:
*** https://geometrycoach.com/1-6-classifying-polygons/
If you are looking for more great lesson ideas sign up for our FREEBIES at:
Pre Algebra: https://prealgebracoach.com/unit
Algebra 1: https://algebra1coach.com/unit
Geometry: https://geometrycoach.com/optin
Algebra 2 with Trigonometry: https://algebra2coach.com/unit
Shapes
The document discusses different shapes. It describes properties of shapes like number of sides, angles, and lines of symmetry. It then focuses on specific shapes like triangles, quadrilaterals, and polygons. For quadrilaterals it provides examples of different types including squares, rectangles, parallelograms, rhombuses, trapezoids, and kites. It does the same for triangles, identifying right triangles. Finally, it discusses key words related to shapes like regular, parallel, perpendicular, vertex, diagonal, and bisect.
Polygons
This document provides information about polygons for 5th and 6th grade math students. It defines what a polygon is, lists different types of polygons based on their number of sides, explains the difference between regular and irregular polygons, and includes activities for students to classify polygons and match them to their definitions. A glossary at the end defines key terms used in the lesson like segment, intersects, vertex, and angle.
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Polygons
- 1. * Polygons By: Evann W. Class: Grade 8/Ms. McClellan