The negation of the compound statement (p∨q)∧r is
(~p∨~q)∧~r
(~p∧~q)∨~r
~(p∨q)⇒r
p∧q
Let S:(p∨q)∧r
⇒~S:∼(p∨q)∧r)⇒~S:∼(p∨q)∨~r (De-Morgan's Laws) ∴~S:(~p∧~q)∨~r