In adjacent figure, PR > PQ and PS bisects `/_QPR`. Prove that `/_PSR > /_PSQ`.

In the adjacent figure, find angle PRS

In the adjacent figure, AB = BC and AC = CD . Prove that : /_ BAD : /_ ADB = 3 : 1.

In the adjacent figure, if triangle PQS ~ triangle ROQ , prove that PS||QR .

From the adjacent figure PR = QR, find x, y, z.

In the adjacent figure, the bisectors of /_Q and /_R of /_\PQR bisect at 'T.' Show that /_T=90^@+/_P/2

In the given figure, (QT)/(PR)=(QR)/(QS) and /_1=/_2 . Prove that /_\PQS~/_\TQR .

In the adjacent figure, Prove that BD = DC if AB = AC

In the adjacent figure BE bot DA and CD bot DA then prove that m angle1 ~= m angle3 .

In the adjacent figure, PS and RQ are perpendicular to PQ. If PO = 15 cm, QO = 10 cm and RQ = 8 cm. Find PS,

In the adjacent figure, common tangents PQ and RS to two circles intersect at A. Prove that PQ = RS.