Factor Polynomials

In  this blog we are going to learn Factor polynomials.

A polynomial is called as  an algebraic expression which have the power of each variable is a only positive integral numbers.

For example, 5x3 - 7xy2 + 15 y3 + 2, x2 - 4, x2 - 5x + 6.

This example is a polynomial expression in one variables x & y & polynomial expression in one variable x.

Let us see about solving factoring polynomials .

Factoring Polynomials:

Solving Factoring Polynomials:

Factoring a polynomial is nothing but a reverse process of multiplying polynomials. When they factor a actual number, First we are looking for prime factors for actual number that  could multiply together to give the same actual number.

For example, 32 = 4 x 4 x 2

When we are going do factor a polynomial, 1^st we  must look for simple polynomial expressions which are multiplied each other & give the same polynomial expression what they started with.

For example, 3x2 + 9x = 3x(x + 3)

Next time we will learn some examples on factoring polynomials.Also to become more smart in the classroom you can take online free math help.Also through online you will get free geometry help, free physics help etc.