In $ riangle ABC$, $D, E, F$ are midpoints of $BC, AC, AB$ respectively. The medians of the triangle intersect at point

Question

In $	riangle ABC$, $D, E, F$ are midpoints of $BC, AC, AB$ respectively. The medians of the triangle intersect at point $G$. The name of point $G$ is —

Accepted Answer

Centroid

Answer

Orthocenter

Answer

Incenter

Answer

Circumcenter

In △ABC\triangle ABC△ABC, D,E,FD, E, FD,E,F are midpoints of BC,AC,ABBC, AC, ABBC,AC,AB respectively. The medians of the triangle intersect at point GGG. The name of point GGG is —

In $\triangle ABC$ , $D, E, F$ are midpoints of $BC, AC, AB$ respectively. The medians of the triangle intersect at point $G$ . The name of point $G$ is —