Quadratic Functions Worksheet - Lesson 36 Ma 152, Section 3.1, Purdue Math Page 2

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x h
P
P
1
2
x h
Look at the graph of the example on page 1 and answer the following questions.
(1)
zeros:
(2)
axis of symmetry:
(3)
a pair of symmetric points
If a ‘completing the square’ process is used on the general form, equations for h and k of the vertex can
be found.
2
y ax
bx c
MA 15300 students are required
b
to know how to complete the
2
y a x
(
x
)
c
a
square to find a standard
2
2
quadratic equation from a general
b
b
b
 
2
y a x
(
x
)
c a
quadratic equation.
a
2
a
2
a
2
b
Students in MA 15200 are not
  
Let
k
c a
required to know how to do this.
2
a
b
2
y a x
(
)
k
2
a
b
 
Let
h
2
a
2
y a x h
(
)
k
2

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