Polygons by Chloe Titsch https://padlet.com/20cntitsch/m33wmm1699el en-us 2017-03-13 14:04:36 UTC 2017-03-13 15:00:26 UTC hello@padlet.com polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159679860 a plane figure with at least three straight edges and angles,  and typically five or more.
]]> 2017-03-13 14:07:38 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159679860 convex polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159681834 a polygon with all interior angles less than 180. all vertices will point outwards and away from the interior of the shape.
]]> 2017-03-13 14:12:18 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159681834 concave polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159683511 it is concave if at least one angle is greater than the others. An example is a star polygon. Concave polygon's must have at least 4 sides.
]]> 2017-03-13 14:16:21 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159683511 quadrilateral 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159684219 a four sided figure
]]> 2017-03-13 14:18:11 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159684219 diagonal 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159684357 joining two opposite corners of a square.
]]> 2017-03-13 14:18:29 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159684357 regular polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159684734 - equiangular
- equilateral
- can be star or convex
]]> 2017-03-13 14:19:19 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159684734 equilateral polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159685576 Is a polygon that has all sides the same length.
]]> 2017-03-13 14:21:20 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159685576 equiangular polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159686420 Is a polygon that has all equal vertices. 
]]> 2017-03-13 14:23:13 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159686420 Vertex of a polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159686929 The vertex of a polygon is equal tot he number of sides. The vertices are the angles in a polygon
]]> 2017-03-13 14:24:33 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159686929 NAMES OF POLYGONS 3-12 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159687471 3. Triangle
4. Quadrilateral
5. Pentagon
6. Hexagon
7. Heptagon
8. Octagon
9. Nonagon
10. Decagon
11. Undecagon
12. Dodecagon
]]> 2017-03-13 14:25:52 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159687471 How to find the sum of the measures using the diagonal 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159689085 (n-2)180 / n
you take the number of vertices (n) and subtract it by two (Since there would be no diagonal drawn back to itself, and the diagonals to each adjacent vertex would lie on top of the adjacent sides, the number of diagonals from a single vertex is three less the the number of sides, or n-3. The number of triangles is one more than that, so n-2.) then you multiply by 180 and divide by 2.

]]> 2017-03-13 14:29:47 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159689085 how many degrees in a quadrilateral? 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159689894 There is 360 degrees in a quadrilateral.

]]> 2017-03-13 14:31:59 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159689894 how to find the measure of all interior angles in a polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159690375 S=(x-2)*180

]]> 2017-03-13 14:33:16 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159690375 The formula for finding the measure of each interior angle of a polygon 20cntitsch https://padlet.com/20cntitsch/m33wmm1699el/wish/159691657 (n-2)180 / n

]]> 2017-03-13 14:36:13 UTC https://padlet.com/20cntitsch/m33wmm1699el/wish/159691657