Operations on sets
= Operations on sets
{wiki=Category:Operations_on_sets}
Operations on sets refer to the various ways in which sets can be combined, modified, or compared to one another. Here are the primary operations used in set theory: 1. **Union**: The union of two sets, \\( A \\) and \\( B \\), denoted as \\( A \\cup B \\), is the set containing all the elements that are in \\( A \\), in \\( B \\), or in both.