If side BC of $△ A B C$ is equal to side PQ of $△ P Q R$ , ∠B = ∠P and ∠C = ∠Q. Then, which of the given options would be correct?

AC = PR

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AB = RP

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BC = RQ

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∠C = ∠P

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Solution

The correct option is B AB = RP
In ΔABC and ΔPQR,
∠B = ∠P …………………………………...(Given)
BC = PQ …………………………………....(Given)
∠C = ∠Q …………………………………..(Given)
$∴ △ A B C$ and $△ R P Q$ are equal triangles.
Therefore, AB = RP.

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