Factoring different polynomials could be really hard and tough task, but… not anymore! In the age of computers, everybody can use them for anything, including factoring polynomials like this one for instance: **f(x)=ax ^{8}-bx^{5}+cx^{4}-45x-78**. Here is a nice:

## Factoring Polynomials Calculator

Just enter your function ( f(x)= ) here in the form of: **ax^8+bx^5+cx^4+45x-78**, where a,b,c,d,…n are real numbers. Then press the button and you will see your function primarily factored.

### How to Use the Factoring Calculator

If you are experiencing any issues using this calculator, please take a look at these instructions:

1. To factor a polynomial, you should just enter it in the field of the factoring calculator and hit the button.

2. Your mathematic signs should be entered properly,

**ex: x ^{2} should be entered as x^2**

3. Copy and paste this polynomial to try the calculator: 35x^8+4x^5+5x^4+45x+8

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could you please leave me an explanation to the problem i am trying to solve? thanks!

how computer find that factors?

This is a great tool, +1 from me. It can factorize any polynomial, no matter what it is…Cool.