in triangle abc and triangle pqr ab=rp and angle a = angle write the third condition for which two triangles are congruent by asa congruence rule
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in triangle ABC and PQR , AB=AC. angle C =angle p and angleB =angle Q
in such cases these triangles are called isosceles triangle
the reason is described below.
in triangle ABC;AB=AC
so, triangle ABC is an isosceles triangle.
it is given that
angle C = angle P. (1)
ANGLE B = angle Q. (2)
given that in triangle ABC ; AB =
AC
so angle B = angle C. (3)
from 1,2,and 3
Angle P = angle Q
So, PR=QR in triangle PQR
this shows that the traingle PQR is an isosceles trian
alanwalker7860:
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