When two triangles, say ABC and PQR are given, there are, in all, six possible
matchings or correspondences. Two of them are
(i) ABC ↔ PQR and (ii) ABC ↔ QRP.
Find the other four correspondences by using two cutouts of triangles. Will all
these correspondences lead to congruence? Think about it.
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When two triangles, say ABC and PQR are given, there are, in all, six possible
matchings or correspondences. Two of them are
(i) ABC ↔ PQR and (ii) ABC ↔ QRP.
Find the other four correspondences by using two cutouts of triangles. Will all
these correspondences lead to congruence? Think about it.
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