Which of the following sets are equal?

A= {x:x N, x < 3},


B= {1, 2}, C= {3, 1}


D = {x : x N, x is odd, x < 5},


E= (1, 2, 1, 1}, F= {1, 1, 3}.

A = x is a natural number. And x is less than 3


So all natural numbers less than 3 constitute set A.


{1, 2}


A ={1, 2}


B = {1, 2}


C = {1, 3}


D = x is a natural number. And x is less than 5 and is odd.


So all odd natural numbers less than 5 constitute set D.


{1, 3}


D = {1, 3}


E ={1, 2, 1, 1}


We don’t repeat same elements in a set.


E = {1, 2}


F ={1, 1, 3}


We don’t repeat same elements in a set.


F = {1, 3}


A = {1, 2}


B = {1, 2}


C = {1, 3}


D = {1, 3}


E = {1, 2}


F = {1, 3}


Now, we can see clearly that set A, B, E are equal and set C, D, F are equal.


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