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Equations that contain an x^{2 }term are considered quadratic equations. And equations that do not include the x^{2 }term are considered non-quadratic equations. And if you want to solve each of these equations correctly, come to MyAssignmenthelp.co.uk and seek our help.

- The easiest process to solve a quadratic equation is mentioned below:
- Leave zero on the other sign of the equal sign and put all terms on one side.
- Factor the terms
- Set factors that are equal to zero
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You have to check the degree of the equation. If the degree of the equation is equal to 2, then it’s a quadratic equation.

For example:

(x+1)^{2} = 2(x-3)

(a+ b)^{ 2 }= a^{2} + 2ab + b^{2}

- X
^{2}+ 1 + 2x = 2x-6 - X
^{2 }+ 7 = 0

The equation’s degree is 2. Thus the relation is quadratic.

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