6. TBQ - Points of trisection

Let \(P\), \(Q\) be points of trisection of \(AB\), with \(P\) closer to \(A\), and \(Q\) closer to \(B\). Using your knowledge of how to compute the coordinates of the midpoint of a segment, how would you find the coordinates of \(P\) and \(Q\)? Do this for the case when the points are \(A(4, 9)\) and \(B(16, 0)\).

 

 

Coordinates of \(P =\) $\left(i,i\right)$

 

Coordinates of \(Q =\) $\left(i,i\right)$