# algebras

[ˈældʒɪbrəz]

## algebras Definition

a branch of mathematics that deals with mathematical symbols and the rules for manipulating these symbols, often used to represent numbers and quantities in equations.

## Using algebras: Examples

Take a moment to familiarize yourself with how "algebras" can be used in various situations through the following examples!

• Example

In algebra, we use letters to represent numbers.

• Example

Solving algebraic equations requires a good understanding of algebra.

• Example

Algebra is an important foundation for many fields of study, including physics and engineering.

## Phrases with algebras

• ### Booleanalgebra

a type of algebra that deals with binary variables and logic operations

Example

Boolean algebra is used in computer science to design digital circuits.

• ### linearalgebra

a branch of algebra that deals with linear equations and matrices

Example

Linear algebra is used in many areas of mathematics, including geometry and calculus.

• ### abstractalgebra

a branch of algebra that deals with abstract structures like groups, rings, and fields

Example

Abstract algebra is used in advanced mathematics and theoretical physics.

## Origins of algebras

from Arabic 'al-jabr', meaning 'reunion of broken parts'

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## Summary: algebras in Brief

'Algebras' [ˈældʒɪbrəz] is a branch of mathematics that deals with mathematical symbols and the rules for manipulating these symbols. It is often used to represent numbers and quantities in equations, and is an important foundation for many fields of study, including physics and engineering. Algebra includes subfields like Boolean algebra, linear algebra, and abstract algebra.

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