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Lesson 1'9 Graph Absolute Value Functions

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Lesson 1.9. Graph Absolute Value Functions. GPS: MM1A1a. MM1A1b. MM1A1c. Essential Questions ... horizontal shift 3 units to the right. Checkpoint. Graph the function. ... – PowerPoint PPT presentation

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Title: Lesson 1'9 Graph Absolute Value Functions


1
Lesson 1.9Graph Absolute Value Functions
  • GPS
  • MM1A1a
  • MM1A1b
  • MM1A1c

2
Essential Questions
  • How do we represent functions using function
    notation?
  • How do we graph and translate basic functions?

3
Vocabulary
  • Absolute Value The absolute value of a number a
    is the distance between a and 0 on a number line.
    The symbol represents the absolute value of
    a.
  • Absolute Value Functions Transformations of the
    parent function .
  • Graph of Parent Function for Absolute Value
    Functions

4
(No Transcript)
5
Example 1
Compare the graph with the graph of f (x) x.
Make a table of values. Graph the function.
Compare the graphs of g and f.
a.
The graph of g(x) x 1 is a
______________________________ of the graph of
f (x) x.
horizontal shift 1 unit to the left
6
Example 1
Compare the graph with the graph of f (x) x.
Make a table of values. Graph the function.
Compare the graphs of g and f.
b.
The graph of g(x) x - 2 is a
___________________________ of the graph of
f (x) x.
vertical shift 2 units down
7
Checkpoint. Graph the function. Compare the graph
with the graph of f (x) x.
The graph of g is a ___________________________
of the graph of f.
horizontal shift 3 units to the right
8
Checkpoint. Graph the function. Compare the graph
with the graph of f (x) x.
The graph of g is a ____________________ of
the graph of f.
vertical shift 2 units up
9
Example 2
Compare the graph with the graph of f (x) x.
Make a table of values. Graph the function.
Compare the graphs of g and f.
a.
The graph of g(x) -2 x opens ______ and is a
________________ of the graph of f (x) x.
vertical stretch
down
10
Example 2
Compare the graph with the graph of f (x) x.
Make a table of values. Graph the function.
Compare the graphs of g and f.
b.
The graph of g(x) -2 x opens ______ and is a
________________ of the graph of f (x) x.
vertical shrink
up
11
Checkpoint. Graph the function. Compare the graph
with the graph of f (x) x.
The graph of g opens up
and is a vertical stretch of the graph of f.
12
Checkpoint. Graph the function. Compare the graph
with the graph of f (x) x.
The graph of g opens down
and is a vertical shrink of the graph of f.
13
Example 2 Graph
  • Graph the function.
  • Make a table.
  • Graph the function.
  • Compare the functions.

14
Guided Practice
  • Graph the function. Compare the graph with the
    graph of .

15
Joke of the Day
  • Which runs fasterhot or cold?

16
  • HOTanyone can catch a cold?
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