Browse Questions

# Represent the following relations in A = {2002, 2003, 2004, 2005, 2006} in set builder form.  (i) $R_1$ is the relation defined by ‘is equal to’  (ii) $R_2$ is defined by ‘is less than’  (iii) $R_3$ is defined by ‘is greater than’

i) $R_1$ = {(x, y) / x = y; x, y $\in$ A},
(ii) $R_2$ = {(x, y) / x < y; x, y $\in$ A},
(iii) $R_3$ = {(x, y) / x > y ; x, y $\in$ A}