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State the pairs of corresponding vertices and the value of its side for the following triangle by applying ASA congruence: \(∠P =\) 43\(°\), \(∠R =\) 78\(°\) and \(PR = a =\) 10 units, and \(∠F =\) 78\(°\), \(∠E =\) 43\(°\) and \(EF = a =\) 10 units.
The corresponding vertices:
Vertex \(P\) of triangle \(PQR\) will falls on side of triangle \(DEF\).
Vertex \(Q\) of triangle \(PQR\) will falls on vertex of triangle \(DEF\).
Vertex \(R\) of triangle \(PQR\) will falls on vertex of triangle \(DEF\).
The corresponding sides:
Side \(PQ\) of triangle \(PQR\) will falls on side of triangle \(DEF\).
Side \(QR\) of triangle \(PQR\) will falls on side of triangle \(DEF\).
Side \(PR\) of triangle \(PQR\) will falls on side of triangle \(DEF\).
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