" The inverse of "(p^^sim q)rarr r" is "

STATEMENT-1 : The inverse of (p^^~q) rArrr " is "~pvvqrArr ~r and STATEMENT-2 : ~(p^^q)=~pvv~q

STATEMENT-1 : The inverse of (p^^~q) rArrr " is "~pvvqrArr ~r and STATEMENT-2 : ~(p^^q)=~pvv~q

The converse of p rarr (q rarr r) is

STATEMENT-1 : The converse of p rArr q " is " q rArr p and STATEMENT-2 : The inverse of p rArr q " is " ~p rArr ~q

STATEMENT-1 : The converse of p rArr q " is " q rArr p and STATEMENT-2 : The inverse of p rArr q " is " ~p rArr ~q

STATEMENT-1 : (p rArr ~q) ^^ (~q rArr q) is a contradication and STATEMENT-2 : The inverse of p rArr ~p " is " ~p rArr p

STATEMENT-1 : (p rArr ~q) ^^ (~q rArr q) is a contradication and STATEMENT-2 : The inverse of p rArr ~p " is " ~p rArr p

The inverse of p rArr q is

The converse of p rArr (q rArr r) is

The converse of p rArr (q rArr r) is