Question

1) if A and B are any sets, then the sets whose members are the elements belonging to at least one of the sets A and B, is called a) universal set. b) compliment of a set c) null set. d) none of all​

Answer 1

Answer:

option b is the answer

Answer 2

B) complement of a set is the correct answer.

Explanation:

• If A and B are any sets, then the sets whose individuals are the factors belonging to at the least one of the units A and B are referred to as complements of a fixed.
• For any set A, that is a subset of the well-known set. U., the complement of the set. A. is composed of these factors which might be the individuals or elements of the well-known set.
• An Intersection B Complement includes all elements of the universe besides the factors in A Intersection B.
• In different words, we can say that A Intersection B Complement is identical to the union of the complements of the units A and B. Mathematically, it's miles written as (A ∩ B)' = A' U B'.

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