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ALGEBRA
QUAD
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Created by
Ji Eu
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Cards (12)
Quadratic
function
A
second
degree polynomial function of the form f(
x
)
=
ax
^2
+
bx
+
c
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How to know if a function is quadratic
1. By equation
2. By table of values
3. By graph
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Quadratic function graph
Parabola
shape
Can be
upwards
or
downwards
= the 2 func of parabola
Has a
vertex
(lowest or highest point)
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Vertex
The
first
point of the graph
Represented by y =
a
(
x-h
)^
2
+
k
Lowest
point of
an upward
parabola
Highest
point of a
downward
parabola
Can be solved by
-b
/
2a
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Parabola opening
Upwards if a
>
0
Downwards if a
<
0
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Parabola
axis
of symmetry
x =
h
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Parabola y-intercept
Only for
upward
parabolas
Set x = 0 to find y-intercept (0, y)
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Parabola x-intercepts
Set y = 0 to find x-intercepts (x, 0)
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Quad formula
-b
+
/-
(/
b2
-
4ac)
/ (
2a
)
simplifying
radicals:
dont simplify if
prime
Quadratic eq can be solved through
standard formula
factoring
completing squares
quadratic formula
2nd
difference of
table values
if
same
for all that is a
quadratic
func.
H=
-b/2a