👉 In set theory, a superset of a set A is an additional set that contains all elements in A that are also in B. In other words, it's a subset of A but not equal to it. For example, superset of {1, 2, 3} is {4, 5, 6}, since the number 7 is not in either set. Supersets can be defined for any class of sets, and they are used in various mathematical structures
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What is the definition of Superset? 🙋
👉 "Superset" is a mathematical term in set theory, referring to an element that can be added to another set without changing the size or the elements within the set. It's used to describe the result of adding one element to another set and ensuring that the new set remains unchanged. In simpler terms: The superset is any object that can be added to another set without changing its shape, size, or content, while keeping the original set intact. For example, if we have two sets
