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Question

Let \(ABC\) and \(DEF\) be two triangles in which \(AB=DE,\) \(BC=FD\) and \(CA=EF.\) The two triangles are congruent under the correspondence \(ABC\leftrightarrow \).___

Answer

\(EDF\)
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Solution

In \(\Delta ABC\) and \(\Delta DEF\),.
\(AB=DE\), (given)
\(BC=FD\), (given)
and, \(CA=EF\). (given)
Thus, by \(SSS\) congruence criterion,
\(\Delta ABC\cong \Delta EDF\).
Solution for Let ABC and DEF be two triangles in which AB=DE, BC=FD and  CA=EF. The two triangles are congruent under the correspondence ABCleftrightarrow .___
Solution for Let ABC and DEF be two triangles in which AB=DE, BC=FD and  CA=EF. The two triangles are congruent under the correspondence ABCleftrightarrow .___
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