ia A={p, q, r}, B={q, r, m, n} then write the elements of AnB
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ia A={p, q, r}, B={q, r, m, n} then write the elements of AnB
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Given :-
Two sets i.e A = { p , q , r } and B = { q , r , m , n }
To Find :-
A ∩ B = ?
Used Concepts :-
- A ∩ B is the set consisting all the common elements of A and B sets respectively .
Solution :-
Here , A = { p , q , r }
B = { q , r , m , n }
Therefore , A ∩ B = { q , r }
Hence , The required answer is { q , r } .
Additional Information :-
For a Set "A" :-
- The power set is the set of all the subsets of "A"
- If n( A ) = m , then no. of subsets of "A" is 2^m.
- Let , us consider another set B , Then A is called the proper subset of B only if All elements of A belongs To B , but there is at least one element in B , that not belongs to A .
- If n( A ) = m , then number of proper subsets of A = 2^m - 1 .
- The empty set is the subset of every set ( Including itself ) .
- Every set is a subset of itself but not proper subset.
- The empty set is a proper subset of every set ( Except Itself ) .
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