Geometry by Mihir29 https://padlet.com/mehir_joshi/1tq7ggxobrxr By Mihir en-us 2017-01-30 21:51:03 UTC 2025-11-01 23:05:22 UTC hello@padlet.com Perpendicular Bisectors mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150402057 A perpendicular bisector is a  segment that bisects a segment  into two different right angles. The perpendicular bisector in the image is KN]]> 2017-01-30 21:57:14 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150402057 Circumcenter mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150404257 The point at where all perpendicular bisectors meet is called the circumcenter. The circumcenter can be either inside on, or outside the triangle. The circumcenter theorem states that the circumcenter of a triangle are equidistant from the vertices
]]> 2017-01-30 22:13:01 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150404257 Angle Bisector mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150717643 A segment that divides an angle into two equal angles.
This is an image of an angle bisector. The angle is RPQ and the bisector is PL.

]]> 2017-02-01 00:19:45 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150717643 Incenter mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150720019 The incenter is the point where all angle bisectors of a triangle meet. This point is always on the inside of a triangle.
This is a drawing of the incenter of the triangle]]> 2017-02-01 00:49:05 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150720019 Median mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150720552 A median in a triangle is a line drawn from one vertex of an angle to the midpoint of the opposite line. The median shown in this draving is AD]]> 2017-02-01 00:55:04 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150720552 Centroid mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150721567 The centroid of a triangle is the point at which all medians meet in a triangle. The centroid is always in the center of the triangle .
The centroid in this image is G.
]]> 2017-02-01 01:03:57 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150721567 Centroid Theorem mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150721810 The centroid theorem states that the distance between the centroid and the vertex is 2/3 the distance between the vertex of the triangle and the midpoint of the opposite side]]> 2017-02-01 01:06:39 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150721810 Altitude mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150726318 A line that extends from the vertex of a triangle to form a right triangle.
AD is an altitude of triangle ABC]]> 2017-02-01 01:48:17 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150726318 Orthocenter mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150726732 The point at which all the altitudes of a  triangle intersect. In an acute triangle the orthocenter is in the middle of the triangle, in an obtuse triangle the orthocenter is the outside of a triangle, while in a right triangle the orthocenter is on the triangle.
This is an acute triangle therefore the orthocenter is in the center.]]> 2017-02-01 01:53:59 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150726732 mehir_joshi https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150813916 2017-02-01 13:22:46 UTC https://padlet.com/mehir_joshi/1tq7ggxobrxr/wish/150813916