In and , the correspondence is . The two triangles are congruent. If , and , then the…

MATHEMATICS · Single correct · CBSE · Mathematics · Triangles · Triangles

Problem

In △ABC\triangle ABC and △PQR\triangle PQR, the correspondence is A↔P,  B↔Q,  C↔RA\leftrightarrow P,\;B\leftrightarrow Q,\;C\leftrightarrow R. The two triangles are congruent. If BC=7 cmBC = 7\,\text{cm}, AC=9 cmAC = 9\,\text{cm} and PR=9 cmPR = 9\,\text{cm}, then the length of QRQR is (a) 9 cm9\,\text{cm} (b) 7 cm7\,\text{cm} (c) 8 cm8\,\text{cm} (d) 16 cm16\,\text{cm}

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