Practise Problems of Equal Sets
P1. Determine if A = {a, b, c} and {b, c, a} are equal set or not.
P2. Check if set A = {2, 4, 6, 8} and set B = (x: x is positive even integer less then 10)
P3. Determine if the sets P = (x: x is roots of equation, x2 + 5x + 6 = 0) and Q = {2, 3} are equal set or not.
Equal Sets: Definition, Cardinality, and Venn Diagram
Equal Set is the relation between two sets that tells us about the equality of two sets i.e., all the elements of both sets are the same and both sets have the same number of elements as well. As we know, a set is a well-defined collection of objects where no two objects can be the same, and sets can be empty, singleton, finite, or infinite based on the number of its elements.
Other than that, there can be sets based on the relationships between two sets such as subsets, equivalent sets, equal sets, or it can set of subsets for any set, i.e., power sets, etc. This article explores one such relationship of sets known as Equal Set, including definition, examples, properties as well as Venn diagram.
Table of Content
- What are Equal Sets?
- Equal Sets Definition
- Equal Set Symbol
- Example of Equal Sets
- Equal and Equivalent Sets
- Venn Diagram of Equal Sets
- Properties of Equal Sets
Contact Us