13 terms

Centroid

Which point of concurrency is pictured?

Orthocenter

Which point of concurrency is pictured?

Circumcenter

Which point of concurrency is pictured?

Incenter

Which point of concurrency is pictured?

incenter

This point of concurrency is equidistant from the SIDES of a triangle

circumcenter

This point of concurrency is equidistant from the VERTICES of a triangle

centroid

This point of concurrency divides the medians into a 2:1 ratio

incenter and centroid

Which points of concurrency are always found INSIDE the triangle?

circumcenter and orthocenter

Which points of concurrency are found OUTSIDE the triangle if the triangle is obtuse?

orthocenter

meeting point of the altitudes of a triangle

centroid

meeting point of the medians of a triangle

circumcenter

meeting point of the perpendicular bisectors of a triangle

incenter

meeting point of the angle bisectors of a triangle