If $$\Delta PQR$$ and $$\Delta XYZ$$ are congruent under the correspondence $$QPR \leftrightarrow XYZ$$, then,
(i) $$\angle R =$$ ______ (ii) $$QR = $$ ______
(iii) $$\angle P =$$ ______ (iv) $$QP =$$ ______
(v) $$\angle Q =$$ ______ (vi) $$RP =$$ ______
Given
$$\triangle PQR\cong \triangle XYZ$$ under the correspondence $$QPR\leftrightarrow XYZ$$
Therefore,
(i) $$\angle R=\angle Z$$
(ii) $$ QR=YZ$$
(iii) $$\angle P=\angle X$$
(iv) $$QP =YZ$$
(v) $$\angle Q=\angle Y$$
(vi) $$RP=ZX$$