In triangle abc p is a point on side bc such that angle cap = angle b. Prove that angle apc = angle bac
Answers
Answered by
0
from triangle apc and bac,
angle p = angle p (90)
ap =ap (common side)
angle a = angle p (given)
thus,
triangle apc is congruent to bac
angle p = angle p (90)
ap =ap (common side)
angle a = angle p (given)
thus,
triangle apc is congruent to bac
Attachments:
ankitraj4510:
In triangle abc and bac ap is not common thus ac is common because it is both in triangle
Answered by
1
Given= angleCAP=angleB
T.P=angleAPC=angleBAC
IN triangle APC and triangle BAC
angleA=angleB (given)
AC=AC(common)
AngleB =AngleC
Triangle APC Congress Triangle BAC
Angle APC =Angle BAC (c.p.c.t)
T.P=angleAPC=angleBAC
IN triangle APC and triangle BAC
angleA=angleB (given)
AC=AC(common)
AngleB =AngleC
Triangle APC Congress Triangle BAC
Angle APC =Angle BAC (c.p.c.t)
Similar questions