\item \lect Given are the truth tables for the propositional logic formulas $\varphi$ and  $\psi$.
Determine whether it holds that $\varphi \models \psi$, $\psi \models \varphi$, or neither.

		\begin{center}
				\begin{tabular}{ | c | c | c | c | c | c | }
				\hline
				$p$&$q$&$r$&$\varphi$	& $\psi$\\
				\hline
				\textbf{F} &\textbf{F} &\textbf{F} & F			& F		 \\
				\textbf{F} &\textbf{F} &\textbf{T} & T			& T			\\
				\textbf{F} &\textbf{T} &\textbf{F} & F			& F			\\
				\textbf{F} &\textbf{T} &\textbf{T} & T			& T			\\
				\textbf{T} &\textbf{F} &\textbf{F} & F			& F			 \\
				\textbf{T} &\textbf{F} &\textbf{T} & F			& T			\\
				\textbf{T} &\textbf{T} &\textbf{F} & T			& T		    \\
				\textbf{T} &\textbf{T} &\textbf{T} & T			& T			\\
				\hline
				\end{tabular}
				\end{center}