For any two non empty sets A and B, A*B is called as
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Cartesian Product
Step-by-step explanation:
The cartesian product is defined as the set of all possible pairs of elements whose components are members of two sets.
As per the rule for sets and relation, R is the relation that exists among two non-empty sets A and B denotes the subset a*b.
It is primarily known as the 'cartesian product' with notation a * b = {(a,b) | | a ∈ A and b ∈ B}.
Learn more: Non-empty sets
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