Question

In triangle pqr if angle r is greater than angle q and m is the mid pont of qr such that pm is the bisector of angle qpr

Answer 1

Step-by-step explanation:

"Angle Q is greater than angle R and M is a point on QR such that PM is the bisector of angle QPR If the perpendicular from P on QR meets at N, prove that angle MPN =1/2(angle Q-angle R) =∠P-∠QPN-1/2 ∠P(Because MP is the angular bisector of ∠P).