State the pairs of corresponding vertices and its sides for the following triangle by applying RHS congruence: \(BC =\) 11.1, \(AC =\) 14 and \(AB\) \(BC\), and \(DE =\) 11.1, \(FE =\) 14 and \(DF\) \(DE\).
The corresponding vertices:
Vertex \(A\) of triangle \(ABC\) will fall on the vertex of triangle \(DEF\).
Vertex \(B\) of triangle \(ABC\) will fall on the vertex of triangle \(DEF\).
Vertex \(C\) of triangle \(ABC\) will fall on the vertex of triangle \(DEF\).
The corresponding sides:
Side \(AB\) of triangle \(ABC\) will fall on the side of \(DEF\).
Side \(BC\) of triangle \(ABC\) will fall on the side of \(DEF\).
Side \(AC\) of triangle \(ABC\) will fall on the side of \(DEF\).