# Quadratic Equations

### Cesar Duran & Tayler Jasikiewicz

## A Brief Description Of Quadratic Equation

Quadratic equations is a method of factoring equations.Many jobs use this method like Law enforcement,Engineering,Scientist,Management positions,Agriculture etc.So as you can see Quadratic Equations are important and you will learn how to solve them.

## Examples of Quadratic Equations Chemical Engineers they design chemical plant equipment and device processes for manufacturing chemicals. | ## A Career that uses Quadratic EquationsChemical Engineers they design chemical plant equipment and device processes for manufacturing chemicals. Products such as gasoline, synthetic rubber, plastic, and pulp etc. | ## Main Quadratic Equation They also need to apply principles and technology of chemistry, physics, and engineering.For this career you need to have the knowledge on quadratic equations. |

## Examples of Quadratic Equations

Chemical Engineers they design chemical plant equipment and device processes for manufacturing chemicals.

## A Career that uses Quadratic Equations

## x^2-4x+4=0

## First Step:

Factor 4 to find two numbers that multiply together and equal 4 but when added together equal -4

## Second Step:

Improvise the two numbers which are -2,-2 in the place where the -4x should be.

## Third Step:

Place quotation marks to split up the one problem into two with parentheses so we can start to solve

## Fourth Step:

Once you have broken up the problem put the expressions in the parenthesis into simpler equations

## Fifth Step:

Break up the simple problem into two separate problems so you can keep funneling your problem down till you get your final answer

## Sixth Step:

Lastly solve for x in the parenthesis

## Answer:

As seen in the picture above you should get

x=2 & x=2

which would be

{2,2}