In triangle xyz xy greater than xz p is any point on side yz prove that xy greater than xp
Answers
Answered by
13
xy > xp , In triangle xyz xy greater than xz p is any point on side yz
Step-by-step explanation:
xy > xz
as angle opposite to larger side is greater
=> ∠z > ∠y
∠ypx = ∠p
∠ypx = ∠pxz + ∠z
=> ∠p > ∠z
=> ∠p > ∠y
in Δxyp
=> xy > xp
Learn more:
in figure a b greater than AC and OB and OC are the bisectors of ...
https://brainly.in/question/5942578
Similar questions