Alright I figured it out i think.
Let B \subseteq U
Set B = {b} and U = {P(B), u}
P(B) = {empty set, {b}}
P(U) = {empty set, {empty set, {b}}, {u}, {{empty set, {b}}, u}}
Then i figured It was asking for the elements that are in set U that arent in set B
P(B^{c}_{U}) = {empty set...