in an isosceles triangle pqr pq=pr the angular bisector of angle p meets qr at o prove that oq/or=1

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In Fig. 6.17, ∠Q ∠R, PA is the bisector of ∠QPR and PM perpendicular QR Prove that APM=1/2 (∠Q -∠R)In Fig. 6.17, ∠Q ∠R, PA is the bisector of ∠QPR and PM perpendicular QR Prove that APM=1/2 (∠Q -∠R)
PS is the bisector of angle QPR and PT is perpendicular to QR. Show that ∠TPS=1/2 (∠Q-∠R)PS is the bisector of angle QPR and PT is perpendicular to QR. Show that ∠TPS=1/2 (∠Q-∠R)