A finite set is a collection of distinct objects or elements that has a specific number of members. This means you can count the elements in the set, and they will eventually come to an end. For example, the set of 1, 2, 3 is finite because it contains three elements. In mathematics, finite sets are often denoted using curly braces, such as a, b, c. They are important in various fields, including set theory and combinatorics, as they help in understanding concepts like counting and probability. Unlike infinite sets, finite sets have a clear and limited size.