
In the diagram TÛS=72°, UŜQ=128°, SQ̂W=x° according to the question. Since no diagram was included in the question, I have guessed what it might look like.
TÛS=SŴQ=72°, angles on either side of the transverse between two parallel lines TU and RQ.
UŜQ is the exterior angle to triangle SQW, so SŴQ+x=128, making x=128-72=56°.