If the statement P ⟹ QP \implies QP⟹Q is False, what are the truth values of PPP and QQQ?
P=True,Q=FalseP=True, Q=FalseP=True,Q=False
P=False,Q=TrueP=False, Q=TrueP=False,Q=True
P=True,Q=TrueP=True, Q=TrueP=True,Q=True
P=False,Q=FalseP=False, Q=FalseP=False,Q=False