In the given DPQR and D PST; PS=8, ST=7, QR=35 and QS=PT. Also, ∠PST = ∠PRQ. What is the value of PT?
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In the figure ∠PST and ∠PRQ are similar (A,A,A). If SQ = x = PT and TR = y =,(xx+8)=735; x = 2
In below shown figure, PSSQ= PTTR and∠PST= ∠PRQ. Then ΔPQR is __ Triangle.
In the figure shown below, PSSQ=PTTR and ∠PST=∠PRQ. Then △PQR is __ triangle.
PSSQ = PTTR and ∠PST = ∠PRQ. Prove that Δ PQR is an isosceles triangle.