Factoring the Algebraic expressions

Definition

A process of splitting an algebraic expression as a product of two or more algebraic factors of the expression is called the factorization of an algebraic expression.

Introduction

The expressions in algebraic form are part of both expressions and equations in some cases, and the expressions should be factorized as a product of two or more factors for evaluating the algebraic expressions by simplifying and solving the algebraic equations. So, let’s learn the factorization of algebraic expressions in possible ways to know how to factorize the algebraic expressions in mathematics.

Methods

Worksheets

The list of questions on factorizing the algebraic expressions with solutions to learn how to factorize the algebraic expressions in mathematics.

$(1).\,\,$ Factorize $2p(a-b)+3q(5a-5b)+4r(2b-2a)$

$(2).\,\,$ Factorise $a^3x+a^2(x-y)-a(y+z)-z$

$(3).\,\,$ Factorize $x^2+3\sqrt{3}x+6$