In the diagram, R is the point of intersection of PT and QS,PQ=PR, and RS=RT. If \angle{PQR}=2x^\circ, then the measure of \angle{RST}, in degrees, is

Answer Choices
A. 45-x
B. 90+\frac12x
C. 90-\frac12x
D. 45+2x
E. 90-x
In the diagram, R is the point of intersection of PT and QS,PQ=PR, and RS=RT. If \angle{PQR}=2x^\circ, then the measure of \angle{RST}, in degrees, is
Answer Choices
A. 45-x
B. 90+\frac12x
C. 90-\frac12x
D. 45+2x
E. 90-x