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Quadratics Quiz
1.

2.

1.  Classify by the degree

2.  Classify by the number of terms

 


3x4 - 10

1.

2.

1.  Classify by the degree

2.  Classify by the number of terms

 


-22

1.  Classify by the degree

2.  Classify by the number of terms

 


7x2 + 3x - 6

2. 
1.
Equation of the
line of symmetry
y-int
x-ints
vertex
y=(x-15)(5-x)
smaller x-int
maximum
minimum
Is the vertex a
*no spaces*use "^" for exponents
Standard Form

y=
Vertex Form

y=
*no spaces*use "^" for exponents
Equation of the
line of symmetry
y-int
x-ints
vertex
y=(x-12)(x+12)
smaller x-int
maximum
minimum
Is the vertex a
*no spaces*use "^" for exponents
Standard Form

y=
Equation of theaxis of symmetry
x-ints
vertex
y-int
y=(3x-12)(x-8)
smaller x-int
Standard form

y=

*no spaces
*use "^" for exponents
Vertex Form

y=

*no spaces*use "^" for exponents
Is the vertex a
maximum
minimum
graph
Match an equation to the graph. Just type the letter.
graph
Match an equation to the graph. Just type the letter.
graph
Match an equation to the graph. Just type the letter.
graph
Match an equation to the graph. Just type the letter.
Find each product.
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
(5x+7)2
Find each product.
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
(4x-3)(2x+10)
Find each product.
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
(6-2x)(3x2-2x+4)
Find each product.
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
(-6x-6+7x2)(2x-4)
Find each product.
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
(5x2-8x-3)(-2x2-2x+2)
(x4+7x3-8) + (-x3+4x4+1)
Add/Subtract
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
Do not put spaces in your answerUse "^" for exponentsRemember to write in descending order
Add/Subtract
(5x3-4x4-7) - (7x4+x2+4x3)
Equation to the
line of symmetry
y-int
y=4x2+16x-10
Vertex
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