If $AB = QR , BC = RP , CA = PQ$ , then
(a) $ \triangle ABC\ \cong \ \triangle PQR$
(b) $ \triangle CBA\ \cong \ \triangle PRQ$
(c) $ \triangle BAC\ \cong \ \triangle RPQ$

Given :

$AB = QR , BC = RP , CA = PQ$.

To do :

We have to find the congruence of triangles in correct order from the given options.

Solution :

It is given that,  $AB = QR , BC = RP , CA = PQ$.

Corresponding sides of two triangles are equal, so they are congruent.

From the above figure, we can match the corresponding sides.

$\displaystyle Therfore\ \triangle CBA\ \cong \ \triangle PRQ$.

So, option B is correct.

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Updated on: 10-Oct-2022

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