Question

If in two triangles $ABC$ and $PQR$, $AB=QR$, $\angle A=\angle Q$ and $\angle B=\angle R$, then $△ABC\cong$ $△$

• A. $QRP$
• B. $PQR$
• C. $PRQ$
• D. None of the above.

Answer 1

The correct option is A $QRP$

Given: $AB=QR$, $\angle A=\angle Q$ and $\angle B=\angle R$
Now, In $△ABC$ and $△PQR$
$AB=QR$
$\angle A=\angle Q$
$\angle B=\angle R$
Thus, by $ASA$ congruence rule,

$△ABC\cong △QRP$

Hence, $Op-A$ is correct.