$($a$)$ If Superior is better than Excellence $($p$1),$ then Excellence is better than Wonderful $($q$1).$

$($b$)$ If Superior has beaten Excellence $($p$2),$ and Excellence has beaten Wonderful $($p$3),$ then Superior has beaten Wonderful $($q$2).$

$($c$)$ If both Superior and Excellence have beaten Wonderful $($p$2$ and p$3),$ then Superior and Excellence have beaten Wonderful.

$($d$)$ If $($p$1)$ and $($q$1),$ then Superior is better than Wonderful $($q$3).$

$($e$)$ If $($p$1),$ then $($p$1)$ is not true.

$($Q$1)$ List all the true conditional statements. Ans:$($Q$2)$ List all the false conditional statements. Ans:

$($Q$3)$ List all the conditional statements with truth$-$values not determined. Ans: