In triangles ABC and PQR- AB-AC- angle C-angle P and angle B-angle Q- Then the two triangles are -Isosceles but not congruentIsosceles and congruentCongruent but not isoscelesNeither congruent nor isosceles

Question

Toppr Admin · Accepted Answer

In -x25B3-ABC and -x25B3-PQR-x2220-C-x2220-P -Given-x2220-B-x2220-Q -Given-x2220-A-x2220-R -Third angle of the triangle-

In triangles $A B C$ and $P Q R$ , $A B = A C$ , $∠ C = ∠ P$ and $∠ B = ∠ Q$ . Then the two triangles are :

Isosceles but not congruent
Isosceles and congruent
Congruent but not isosceles
Neither congruent nor isosceles

In $△ A B C$ and $△ P Q R$
$∠ C = ∠ P$ (Given)
$∠ B = ∠ Q$ (Given)
$∠ A = ∠ R$ (Third angle of the triangle)

In triangles ABC and PQR, AB=AC, ∠C=∠P and ∠B=∠Q. Then the two triangles are :Isosceles but not congruentIsosceles and congruentCongruent but not isoscelesNeither congruent nor isosceles

In △ABC and △PQR∠C=∠P (Given)∠B=∠Q (Given)∠A=∠R (Third angle of the triangle)

In triangles $A B C$ and $P Q R$ , $A B = A C$ , $∠ C = ∠ P$ and $∠ B = ∠ Q$ . Then the two triangles are :

Isosceles but not congruent
Isosceles and congruent
Congruent but not isosceles
Neither congruent nor isosceles

In $△ A B C$ and $△ P Q R$
$∠ C = ∠ P$ (Given)
$∠ B = ∠ Q$ (Given)
$∠ A = ∠ R$ (Third angle of the triangle)