My dazzling padlet by Will Furman https://padlet.com/wfurman/bt27tjvgt52h Made with a taste for adventure en-us 2016-11-13 22:58:10 UTC 2016-11-13 23:42:19 UTC hello@padlet.com Perpendicular Bisectors wfurman https://padlet.com/wfurman/bt27tjvgt52h/wish/137235944 2016-11-13 23:00:06 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137235944 https://padlet.com/wfurman/bt27tjvgt52h/wish/137236060 2016-11-13 23:01:48 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137236060 A segment that makes a 90° angle with the side that it intersects and bisects that segment. https://padlet.com/wfurman/bt27tjvgt52h/wish/137236841 2016-11-13 23:12:25 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137236841 Circumcenter https://padlet.com/wfurman/bt27tjvgt52h/wish/137237251 The circumcenter is where all the perpendicular bisectors meet. The circumcenter is equidistant from all the verticals.]]> 2016-11-13 23:17:47 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137237251 Median https://padlet.com/wfurman/bt27tjvgt52h/wish/137237342 2016-11-13 23:18:59 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137237342 https://padlet.com/wfurman/bt27tjvgt52h/wish/137237582 2016-11-13 23:22:14 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137237582 A median is a segment going from the vertex to the midpoint. https://padlet.com/wfurman/bt27tjvgt52h/wish/137238022 2016-11-13 23:26:48 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238022 Centroid https://padlet.com/wfurman/bt27tjvgt52h/wish/137238214 The centroid is the point where all the medians meet.]]> 2016-11-13 23:29:08 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238214 Angle Bisectors https://padlet.com/wfurman/bt27tjvgt52h/wish/137238356 2016-11-13 23:31:05 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238356 https://padlet.com/wfurman/bt27tjvgt52h/wish/137238406 2016-11-13 23:31:37 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238406 An angle bisector is a segment that bisects the angle and makes it in to two angles that are congruent. https://padlet.com/wfurman/bt27tjvgt52h/wish/137238454 2016-11-13 23:32:13 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238454 Incenter https://padlet.com/wfurman/bt27tjvgt52h/wish/137238483 The incenter is the point where the angle bisectors intersect. The incenter is equidistant from all the sides.]]> 2016-11-13 23:32:47 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238483 Altitude https://padlet.com/wfurman/bt27tjvgt52h/wish/137238617 2016-11-13 23:34:59 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238617 https://padlet.com/wfurman/bt27tjvgt52h/wish/137238736 2016-11-13 23:36:49 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238736 The altitude runs to the vertex and is perpendicular to the third side creating a 90° angle. https://padlet.com/wfurman/bt27tjvgt52h/wish/137238763 2016-11-13 23:37:25 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238763 Orthocenter https://padlet.com/wfurman/bt27tjvgt52h/wish/137238929 The orthocenter is the point where all the altitudes meet. The altitudes are concurrent.]]> 2016-11-13 23:39:20 UTC https://padlet.com/wfurman/bt27tjvgt52h/wish/137238929