In the figure OPQ is a triangle in which OS = 13OP and OR = 13OQ. T is a point on QS such that QT = 34QS.a) Given that OP = p and OQ = q, express the following vectors in terms of p and q:i. SRii. QSiii. PTiv. TRb) Hence or otherwise show that the points P, T, and R are collinear.