Find the candidate key(s) of the relation R(UVWXYZ) with FD set F = {UV → W,…

To find the candidate keys, first identify attributes that do not appear on the right-hand side of any functional dependency. Here, V is the only such attribute, so every candidate key must include V. Next, compute closures for combinations involving V to see which determine all attributes {U,V,W,X,Y,Z}. The closure of UV includes U, V, and via dependencies yields all attributes. Similarly, YV determines U (via Y→U), which leads to all attributes. WXV also determines all attributes through the given dependencies. Thus, the candidate keys are UV, YV, and WXV.