Textbook ExpertVerified Tutor
21 Dec 2021
Given information
An isosceles triangle with vertices A, B, C, and . Point P is the angular bisector from B on the side AC.
Step-by-step explanation
Step 1.
Now,
Construct a right-angled triangle by drawing a line from P which is perpendicular to MC, let the intersection point be Q.
Further, move this triangle to the coordinate axis and let P(x,y).
From the right-angled triangle BPQ:
Without loss of generality, take the length of the base as 1. So, the length QC = 1-x.
From the right-angled triangle CPQ :