A triangle `ABC` is such that a circle passing through vertex `C,` centroid `G` touches sides `AB` at `B.` If `AB=6, BC=4` then the length of median through A

Draw a triangle ABC to show a median through the vertex C.

Let G be the centroid of triangle ABC and the circumcircle of triangle AGC touches the side AB at A. If AC=1, then the length of the median of triangle ABC through the vertex A is equal to

Let G be the centroid of triangle ABC and the circumcircle of triangle AGC touches the side AB at A If AC = 1, then the length of the median of triangle ABC through the vertex A is equal to

Let G be the centroid of triangle ABC and the circumcircle of triangle AGC touches the side AB at A If AC = 1, then the length of the median of triangle ABC through the vertex A is equal to

Let G be the centroid of triangle ABC and the circumcircle of triangle AGC touches the side AB at A If AC = 1, then the length of the median of triangle ABC through the vertex A is equal to

If distance of centroid of triangle ABC from vertex A is 6 cm them find the length of median through point, A.

Let G be the centroid of triangle ABC and the circumcircle of triangle AGC touches the side AB at A If BC = 6, AC = 8 , then the length of side AB is equal to