Final answer:
Vertices W-D, X-E, Y-F, and Z-G in quadrilaterals WXYZ and DEFG correspond. Congruent sides include WX and DE, XY and EF, YZ and FG, and WZ and DG due to congruence.
Step-by-step explanation:
In order to establish the one to one correspondence of the vertices of the congruent quadrilaterals WXYZ and DEFG, you can pairwise match the vertices that correspond to each other, so that you have the following correspondences: W-D, X-E, Y-F, Z-G.
Finding the pairs of congruent sides means identifying the sides of the quadrilaterals that have the same length due to congruence of the two quadrilaterals. In this case, since quadrilaterals WXYZ and DEFG are congruent, we have the following pairs: WX is congruent to DE, XY is congruent to EF, YZ is congruent to FG and WZ is congruent to DG.
Learn more about Congruent Quadrilaterals