How to Find Centroid and Medians with GeoGebra

You can use GeoGebra to find the centroid and medians of a triangle.

GeoGebra Instruction 1

1.: Open Algebra View and Graphics View under View in Menu.
2.: Make a triangle with the vertices $A$ , $B$ , and $C$ by clicking Polygon . Then, you need to click on three points in Graphics View where you want the corners of the triangle to be. Finally, finish the triangle by clicking on the same point that you started with.
3.: Select Midpoint or Center (it is located in the same menu as Point ). Construct the midpoints $D$ , $E$ , and $F$ by clicking $A B$ , $B C$ , and $A C$ , in that order.
4.: Select Segment (it is located in the same menu as Line ). Construct the line from $∠ A$ to the midpoint $F$ on the opposite side $B C$ . Then, construct the line from $∠ B$ to the midpoint $E$ on the opposite side $A C$ . Finally, construct the line from $∠ C$ to the midpoint $D$ one the opposite side $A B$ . These lines are the medians.
5.: Select Intersect . Construct the point of intersection $G$ of two medians. This point is the centroid.