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ANSWER:-
Given:
In ∆ABC & ∆PQR, If AB= AC , ∠C = ∠P & ∠B=∠Q.
To prove:
Prove that the two triangles are Isosceles but not congruent.
Proof:
In ∆ABC
AB= AC.
So,
∆ABC is an Isosceles triangle.
Given,
∠C = ∠P..............(1)
∠B = ∠Q.............(2)
&
In ∆ABC;
AB = AC.
So,
∠B = ∠C............(3)
From equation (1),(2)& (3),we get;
∠P = ∠Q
So,
In ∆PQR
PR = QR
Hence,
The triangle PQR is an Isosceles ∆.
Hope it helps ☺️
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