The negation of the compound proposition p∨(~p∨q) is
(p∧~q)∧~p
(p∧~p)∨~q
(p∧~q)∨~p
(p∧~q)∨~q
If ~[p∨(~p∨q)]=~p∧~(~p∨q) ~p∧(~(~p)∧~q)~p∧(p∧~q)