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In , , , . is congruent to with the correspondence . Given and , find the length of…
MATHEMATICS · Single correct · CBSE · Mathematics · Triangles · Triangles
Problem In △ A B C \triangle ABC △ A B C , A B = 7 cm AB = 7\,\text{cm} A B = 7 cm , B C = 9 cm BC = 9\,\text{cm} B C = 9 cm , A C = 8 cm AC = 8\,\text{cm} A C = 8 cm . △ A B C \triangle ABC △ A B C is congruent to △ P Q R \triangle PQR △ P QR with the correspondence A ↔ P , B ↔ Q , C ↔ R A \leftrightarrow P,\ B \leftrightarrow Q,\ C \leftrightarrow R A ↔ P , B ↔ Q , C ↔ R . Given P Q = 7 cm PQ = 7\,\text{cm} P Q = 7 cm and Q R = 9 cm QR = 9\,\text{cm} QR = 9 cm , find the length of P R PR P R .
(a) 6 cm 6\,\text{cm} 6 cm
(b) 8 cm 8\,\text{cm} 8 cm
(c) 9 cm 9\,\text{cm} 9 cm
(d) 16 cm 16\,\text{cm} 16 cm
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