Main home here.

- A triangle has vertices at $A(0,0),~B(4,2),~C(2,6)$. Find the equation of the median through $C$.

- $\triangle ABC$ has vertices at $A(0,0),~B(4,2),~C(2,6)$. Find the length of the median through $C$.

- $\triangle ABC$ has vertices at $A(-3,1),~B(2,3),~C(1,-1)$. Find the equation of the median through $B$.

- $\triangle ABC$ has vertices at $A(-3,1),~B(2,3),~C(1,-1)$. Find the length of the median through $B$.

- $\triangle ABC$ has vertices at $A(-3,1),~B(2,3),~C(1,-1)$. Which median is parallel to the line $y=-2x-11$?

- $\triangle PQR$ has vertices at $P(4,1),~Q(2,-2),~R(-2,2)$. Find the equation of the median through $P$.

- $\triangle PQR$ has vertices at $P(4,1),~Q(2,-2),~R(-2,2)$. Find the length of the median through $P$.

- $\triangle PQR$ has vertices at $P(4,1),~Q(2,-2),~R(-2,2)$. Which median is perpendicular to $y=\frac{2x}{9}+\frac{5}{9}$?

- Find the coordinates of the centroid of $\triangle PQR$ whose vertices are located at $P(4,1),~Q(2,-2),~R(-2,2)$

- Find the coordinates of the centroid of $\triangle ABC$ with vertices at $A(0,0),~B(4,2),~C(2,6)$.