Understanding Quadrilaterals by Akshata Suhani https://padlet.com/suhanii26/zpojui673me4 Interior angles of a polygon en-us 2018-08-24 05:11:07 UTC 2026-01-07 23:16:19 UTC hello@padlet.com Sum of interior angles of a polygon suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275068552 In geometry, an angle of a polygon is formed by two sides of the polygon that share an endpoint. For a simple (non-self-intersecting) polygon, regardless of whether it is convex or non-convex, this angle is called an interior angle (or internal angle) if a point within the angle is in the interior of the polygon]]> 2018-08-24 05:14:26 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275068552 Sum of interior angles of a quadrilateral suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275068831 (n-2)x180. (where n is the number of sides)
A quadrilateral has 4 sides.
(4-2)x180
=2x180
=360
Therefore, sum of all angles of a quadilateral is 360 degrees.]]> 2018-08-24 05:19:58 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275068831 Some types of Polygons suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275069136 2018-08-24 05:25:17 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275069136 Relation between Interior angle and exterior angles of a polygon suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275069315 2018-08-24 05:28:59 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275069315 suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275069449 See, how easy it is to learn by these methods. Maths is not boring anymore]]> 2018-08-24 05:31:48 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275069449 Easy way to dig even further into the topic suhanii26 https://padlet.com/suhanii26/zpojui673me4/wish/275069663 2018-08-24 05:36:31 UTC https://padlet.com/suhanii26/zpojui673me4/wish/275069663