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JEE MATHEMATICS MCQ: PROPERTIES OF TRIANGLES

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Analyzing +4 | -1
Let p,qp, q and rr be the sides opposite to the angles P,QP, Q and RR, respectively in a △PQR\triangle P Q R. If r2sin⁡Psin⁡Q=pqr^2 \sin P \sin Q=p q, then the triangle is
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Correct option: D
right angled
Option D (right angled) is correct because the given condition simplifies to sin⁡2R=1\sin^2 R = 1, implying R=90∘R = 90^{\circ}.

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