8/28/19 algebra 2 · 8/8/2019 · 82819 even and odd functions.notebook 1 august 28, 2019 8/28/19...
TRANSCRIPT
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82819 Even and Odd Functions.notebook
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August 28, 2019
8/28/19 Algebra 2Warmup: Sheet on green rolling chair.
Objectives Even and Odd Functions
Intro Even and Odd Functions.docx
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82819 Even and Odd Functions.notebook
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August 28, 2019
Even, Odd, or Neither?
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82819 Even and Odd Functions.notebook
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August 28, 2019
Even, Odd, or Neither?
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82819 Even and Odd Functions.notebook
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August 28, 2019
Even, Odd, or Neither?
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82819 Even and Odd Functions.notebook
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Even, Odd, or Neither?
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82819 Even and Odd Functions.notebook
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Even, Odd, or Neitheralgebraically
h(x) = x4 + x3f(x) = x6 + 1 g(x) = 6x5 x3
even: f(-x) = f(x)odd: f(-x) = -f(x)
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82819 Even and Odd Functions.notebook
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August 28, 2019
Even, Odd, or Neitheralgebraically
h(x) = x6 + x2 + 5g(x) = x5 + x3 + 3f(x) = 2x7 x
even: f(-x) = f(x)odd: f(-x) = -f(x)
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82819 Even and Odd Functions.notebook
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August 28, 2019
Even and Odd Functions.docx
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Attachments
Intro Even and Odd Functions.docx
Even and Odd Functions.docx
Name: _____________________________
Algebra 2: Intro to Even and Odd Functions
Even Functions
An even function is symmetrical across the y-axis.
The rule for this is .
This means that if , then . Or in other words, if there is a point on the graph at , then there must be a point at as well.
Try to use this explanation to draw the graph on the positive side of the x-axis to make it an EVEN function.
Odd Functions
An even function is symmetrical about the origin.
The rule for this is .
This means that if , then . Or in other words, if there is a point on the graph at , then there must be a point at as well.
Try to use this explanation to draw the graph on the positive side of the x-axis to make it an ODD function.
SMART Notebook
Name: ______________________________
Algebra 2: Even and Odd Functions
1. Fill in the blanks.
An even function has symmetry about the _______________.
An odd function has symmetry about the _______________.
2. Determine whether the following functions are even, odd, or neither. Write your answer under the graph.
3. Fill in the blanks.
If a function is even, then ________.
If a function is odd, then ________.
4. Determine whether the following functions are even, odd, or neither.
a.
b.
c.
d.
e.
f.
g.
h.
i.
j.
k.
l.
SMART Notebook
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