In the figure given S is a point in on the side P̅R̅ of ΔPQR such that PS = PQ. If m∠PQR - m∠PRQ = 30°, how much is m∠SQR?

In the figure given S is a point in on the side P̅R̅ of ΔPQR such t

1.	In the figure given S is a point in on the side P̅R̅ of ΔPQR such that PS = PQ. If m∠PQR - m∠PRQ = 30°, how much is m∠SQR?
A.	\(22\frac{1}{2}^{\circ}\)
B.	20°
C.	\(18\frac{1}{2}^{\circ}\)
D.	15°
Answer» E.

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In the figure given S is a point in on the side P̅R̅ of ΔPQR such that PS = PQ. If m∠PQR - m∠PRQ = 30°, how much is m∠SQR?

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