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☼ Intersection of Sets : The intersection of two sets A and B, denoted by A B is the set of all those elements which are common to both A and B.
Thus, A
☼ Equivalent Sets : Two sets A and B are said to be equivalent if n (A) = n (B).
■ Remark : Equivalent sets are not always equal but equal sets are always equivalent. Thus, { 10, 20…
☼ Equal Sets : Two sets A and B are said to be equal, if each and every element of A is in B and each and every element of B is in A.
In this case we can write, A = B….
☼ Finite & Infinite Sets : A set in which the process of counting of elements surely comes to an end or one can take an upper limit for that set, is called a finite set
A set which is not finite is known as an infinit…
☼ Singleton Set : A set consisting of a single element is called a singleton set.
e.g. { x / x + 5 = 7 } = { 2 }, which is a singleton set….