Mathematics

Mathematics

Problem

In △PQR\triangle PQR, points SS and TT are the midpoints of PQPQ and PRPR. Lines through SS and TT are drawn parallel to PRPR and PQPQ respectively, meeting at point UU. Which statement about quadrilateral PSUTPSUT is ALWAYS true? a) None of the above statements is always true. b) PU⊥STPU \perp ST c) PU=STPU = ST d) PU=PSPU = PS

Browse the problem library