An algebraic expression is basically a mathematical expression but it contains one or more unlike algebraic terms. In some cases, a quantity can be represented by an algebraic term but it is not possible in the remaining cases. In such cases, two or more unlike algebraic terms are interconnected by either positive $(+)$ or negative sign $(-)$ or combination of both signs to form a mathematical expression in algebraic form.
$-6xy$ and $2x+8y$ are two expressions.
Therefore, an algebraic expression can be an algebraic term or an expression formed by the two or more interconnected unlike algebraic terms.
Here is the list of some examples for the concept of algebraic expressions.
You have learnt the concept of algebraic expression and also learned how they are formed mathematically in algebra for representing the quantities in algebraic form. Now, learn the various types of algebraic expressions for studying the concept of algebraic expressions further.
The math problems with solutions to learn how to solve a problem.
The math worksheets with answers for your practice with examples.
The math videos tutorials with visual graphics to learn every concept.
Get the latest math updates from the Math Doubts by subscribing us.
Copyright © 2012 - 2023 Math Doubts, All Rights Reserved