# What are the Sets?

## Definition of a Set

In mathematics and logic, a Set is an unorderly collection of objects or elements which may be mathematical or non-mathematical. A Set can be formed by any kind of objects like people, animals, letters, numbers, books, lines, or even other sets.

## Examples of Sets

Let, $A$ is a set of colours and $B$ is a set of numbers. Then, set $A$ and set $B$ can be written as:

$A = \{blue, white, red, green\}$

$B = \{1, 2, 3, 4, 5, 6\}$

The list of elements in a set is written within curly brackets ‘$\{\}$’.

The objects inside a set are called elements. For example, $‘blue’, ‘white’, ‘red’, ‘green’$ are the elements of set $A$.

Similarly, $‘1’, ‘2’, ‘3’, ‘4’, ‘5’$ and $‘6’$ are the elements of set $B$.

## Types of sets

The various types of sets are given below:

## Frequently Asked Questions (FAQ)

### How do you define a set?

A set can be defined as an unorderly collection of objects or elements which may be mathematical or non-mathematical.

### What are the types of sets?

The various types of sets are given below:
1. Empty Set
2. Singleton Set
3. Equal Set and Equivalent Set
4. Finite Set
5. Infinite Set
6. Universal Set
7. Subset and Superset
8. Proper and Improper Subset

### What are sets in maths?

In mathematics and logic, a Set is an unorderly collection of objects or elements which may be mathematical or non-mathematical. A set can be formed by any kind of object like people, animals, letters, numbers, books, lines, or even other sets.

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