![]() The end behavior of a function is identified by the leading coefficient and the degree of a function. The benefits of standard form include quickly identifying the end behavior of a function and identifying the values of a, b, and c. Following the x^2 term is the term with an exponent of one followed by the term with an exponent of zero. In the case of quadratic equations, the degree is two because the highest exponent is two. ![]() In standard mathematical notation, formulas and equations are written with the highest degree first. Let us begin with the benefits of standard form. What Does the Standard Form of a Quadratic Tell You? Recognizing the benefits of each different form can make it easier to understand and solve different situations. Return to the Table of Contents Why are There Forms of Quadratic Equations?Įach form of a quadratic equation includes specific advantages. We will unpack the features of each form and how to switch between forms. Standard Form: y=ax^2+bx+cĮach quadratic form looks unique, allowing for different problems to be more easily solved in one form than another. There are three commonly-used forms of quadratics: 1. Convert from Vertex Form to Standard Form. ![]()
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