The quadrilateral can be inscribed in a circle is option A.
Why is option A is correct quadrilateral can be inscribed in a circle?
If we look at the quadrilateral PQRS , we can see that from (∠SPQ = 91° )and (∠PQR = 101°) , (∠QRS = 89°) then the angle P and R are opposite angles which have their sum as 180°.
It should be noted that the for a quadrilateral to be inscribed in a circle , the all vertices of the quadrilateral would lie on the circle.
The Quadrilaterals that is been inscribed in circles are been referred to as cyclic quadrilaterals.
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