Let $\boldsymbol { p }$ : Ramesh listens to music. $\boldsymbol { q }$ : Ramesh is out of his village $\boldsymbol { r }$ : It is Sunday $\boldsymbol { s }$ : It is Saturday Then the statement "Ramesh listens to music only if he is in his village and it is Sunday or Saturday" can be expressed as (1) $( ( \sim q ) \wedge ( r \vee s ) ) \Rightarrow p$ (2) $( q \wedge ( r \vee s ) ) \Rightarrow p$ (3) $p \Rightarrow ( q \wedge ( r \vee s ) )$ (4) $p \Rightarrow ( ( \sim q ) \wedge ( r \vee s ) )$
Let\\
$\boldsymbol { p }$ : Ramesh listens to music.\\
$\boldsymbol { q }$ : Ramesh is out of his village\\
$\boldsymbol { r }$ : It is Sunday\\
$\boldsymbol { s }$ : It is Saturday\\
Then the statement "Ramesh listens to music only if he is in his village and it is Sunday or Saturday" can be expressed as\\
(1) $( ( \sim q ) \wedge ( r \vee s ) ) \Rightarrow p$\\
(2) $( q \wedge ( r \vee s ) ) \Rightarrow p$\\
(3) $p \Rightarrow ( q \wedge ( r \vee s ) )$\\
(4) $p \Rightarrow ( ( \sim q ) \wedge ( r \vee s ) )$