Test Review:
Name:________________________
Find the X-Intercepts:
Find the Y-Intercept:
6)
y  9 x 2  12 x  4
6)
y  9 x 2  12 x  4
7)
y  36 x 2  1
7)
y  36 x 2  1
8)
y  3( x  4)( 2 x  5)
8)
y  3( x  4)( 2 x  5)
9)
y  x( x  5)
9)
y  x( x  5)
10)
y  (2 x  3)( 7 x  1)
10)
y  (2 x  3)( 7 x  1)
11)
y  3 x ( x  2)
11)
y  3 x( x  2)
GRAPHING QUADRATICS. FACTORED FORM
X
𝑦 = (𝑥 − 1)(𝑥 + 3)
Y
(x,y)
y
(x,y)
V:
X-int:
Vertex:
A.O.S:
Transformations:
Domain:
Range:
Y-Int:
X
X-int:
Vertex:
A.O.S:
Transformations:
Domain:
Range:
Y-Int:
𝑦 =
− 2(𝑥 + 6)(𝑥 + 2)
Given a graph, write the equation in
factored form.
Name:___________________
Period/Date:__________
1)
2)
3)
4)
GRAPHS OF QUADRATICS USING FACTORED FORM
1.
2.
3.
Equation in Factored Form
y=(x+6)(x+2)
Equation in Factored Form
Equation in Factored Form
y-intercept
(0, 12)
y-intercept
y-intercept
x-intercept(s)
(-6, 0), (-2, 0)
x-intercept(s)
x-intercept(s)
4.
5.
6.
Equation in Factored Form
Equation in Factored Form
Equation in Factored Form
y-intercept
y-intercept
y-intercept
x-intercept(s)
x-intercept(s)
x-intercept(s)
Convert from Factored Form to Standard Form
1.
4.
2.
5.
3.
6.
© Copyright DeltaMath
1
Algebra 1
Name___________________________________ ID: 1
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Assignment
Date________________ Period____
Solve each equation by factoring.
1) (v)(v)
2) ( p)( p)
3) x  x
4) x  x
5) m  m  m
6) x  x
7) n  n
8) n  n
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