. The converse of `p->(q->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

The converse of p rArr q is

The converse of p rArr (q rArr r) is

The converse of p rarr (q rarr r) is

The converse of p rArr (q rArr r) is

Write the inverse of the converse of p implies q.

Write the converse of the inverse of p implies q.

The converse of a given statement "if p, then q" is (where f and q are statements)