This math topic focuses on identifying the specific forms of quadratic equations. It covers the standard form, factored form, and vertex form of quadratic expressions. Each of the seven questions presents a quadratic equation formatted in LaTeX, requiring the identification of the equation's form by selecting from provided options. This helps build an understanding of how quadratic equations can be represented in different algebraic forms, emphasizing recognition and differentiation skills. This topic is part of a broader unit on introductory quadratic equations and vertex form.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Quadratic Equations - Identify Form - Number Equation to Name Worksheet

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Quadratic Equations - Identify Form - Number Equation to Name
1
What form is this quadratic equation in?
A LaTex expression showing y=-1(x+2) to the power of 2 -4
a
Vertex Form
b
Standard Form
c
Factored Form
2
What form is this quadratic equation in?
A LaTex expression showing y=-3x to the power of 2 -3x+1
a
Standard Form
b
Factored Form
c
Vertex Form
3
What form is this quadratic equation in?
A LaTex expression showing y=3x to the power of 2 -4x-5
a
Standard Form
b
Vertex Form
c
Factored Form
4
What form is this quadratic equation in?
A LaTex expression showing y=3(x-3)(x+0)
a
Factored Form
b
Vertex Form
c
Standard Form
5
What form is this quadratic equation in?
A LaTex expression showing y=-3(x+3) to the power of 2 -1
a
Vertex Form
b
Standard Form
c
Factored Form
6
What form is this quadratic equation in?
A LaTex expression showing y=-3x to the power of 2 -4x
a
Standard Form
b
Vertex Form
c
Factored Form
7
What form is this quadratic equation in?
A LaTex expression showing y=-3(x+1)(x-1)
a
Factored Form
b
Standard Form
c
Vertex Form
8
What form is this quadratic equation in?
A LaTex expression showing y=-2x to the power of 2 +3x
a
Standard Form
b
Vertex Form
c
Factored Form