question_answer

In a quadrilateral PQSR, with a diagonal PS, if QS = SR and \[\angle \,\text{QSP = }\angle \,\text{RSP}\], then consider the following statements:  

Assertion (A): \[\angle \,\text{QPS = }\angle \,\text{RPS}\]

Reason (R): Triangles QPS and RPS are congruent.

  Of these statements:

A)  both A and R are true and R is the correct explanation of A  

B)  both A and R are true but R is not a correct explanation of A

C)  A is true, but R is false

D)  A is false, but R is true