Suppose, R$($x$,$ y$)$ and S$($x$,$ y$)$ are the two relations define over two crisp sets x

$$A and y E B$.$

$[4$M$][$CO$4]$

$0$

and S $=$

$0$

$0$

Lo

$0$

$1$

$$HOO

$07$

$0$

Find the following:

@RUS, $($i$)$ R NS$,($iii$)$ R$\text{'},($iv$)($RU S$)\text{'}$