Unit Notes – Introduction to Polygons Polygon A two-dimensional closed shape with straight lines. It is either convex or concave. Convex Polygon A polygon whose interior angles are each less than That means, there are no angles that point inward. or or Concave Polygon A polygon that is not convex. That means, there is an angle that points. State if each polygon is concave or convex. 9) convex 10) convex©T z2I0 B1c1q kK Pu etEa f RSaouf rtLwHaarte Q 4LJL3C p.v D EArl dl 5 NrwiPg8h 7tRsX ur5e4s1egrXv9eNdM.B u RMqabd Aem hw5iJtTh q ZIYnufTi5n FiHtie z EGneloXmfeWt1r3y M.m Worksheet by Kuta Software LLC 6-Introduction to Polygons Author. A polygon with every interior angle less than ° is convex. Any straight line through it crosses at most two sides. A polygon with an interior angle greater than ° is concave. Which of the polygons above are convex? Which are concave? What is the sum of exterior angles of a regular octagon? Interior Angles of Polygons.

# Convex and concave polygons pdf

Concave and convex polygons, time: 15:25

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