
Guided Lesson 5-4
Presentation
•
Mathematics
•
9th - 11th Grade
•
Medium
Becca Ferrara
Used 7+ times
FREE Resource
7 Slides • 15 Questions
1
Guided Lesson 5-4
Make sure you put ALL answers on your notes sheet!
2
​
What to write on your paper:
1. Plug into DESMOS & copy the chart & the graph on your notes sheet.
2. Describe what happened to the graph.
3
Multiple Choice
Based off what you did in the previous slide, what would be the equation for the blue line?
(Click on photo to enlarge)
Write the answer on your paper.
f(x)=∣x∣−3
f(x)=∣x∣+5
f(x)=∣x∣+3
f(x)=∣x∣+2
4
​
What to write on your paper:
1. Plug into DESMOS & copy the chart & the graph on your notes sheet.
2. Describe what happened to the graph.
5
Multiple Choice
Based off what you did in the previous slide, what would be the equation for the blue line?
(Click on photo to enlarge)
Write the answer on your paper.
f(x)=∣x−1∣
f(x)=∣x+1∣
f(x)=∣x−3∣
f(x)=∣x+2∣
6
Multiple Choice
How much did the blue absolute value line move vertically?
Shifted up 1.5
Shifted down 1.5
Shifted up 3
Shifted down 3
7
8
9
Multiple Choice
What information does the constant h provide for the graph?
Horizontal Shift
Vertical Shift
10
Multiple Choice
If h is negative, which way is the graph shifting?
Right
Left
11
Multiple Choice
What information does the constant k provide for the graph?
Horizontal Shift
Vertical Shift
12
Multiple Choice
If k is positive, which way is the graph shifting?
UP
Down
13
Multiple Choice
How much did the blue absolute value line move horizontally?
Shifted right 1.5
Shifted left 1.5
Shifted right 3
Shifted left 3
14
Multiple Choice
How do you mathematically represent a vertical shift up?
Adding to the output
ex: f(x)=∣x∣+1
Subtracting to the output
ex: f(x)=∣x∣−1
15
Multiple Choice
How do you mathematically represent a horzontal shift to the right? (Be careful!!)
Adding to the input
ex: f(x)=∣x+1∣
Subtracting to the input
ex: f(x)=∣x−1∣
16
​
Refer back to last class period!
Use DESMOS to describe what happens to both equations.
(Stretched or Compressed)
17
Multiple Choice
What happened to g(x)=21∣x∣
Graph was compressed. (Skinnier)
Graph was stretched. (Wider)
18
Multiple Choice
What happened to g(x)=−4∣x∣
Graph was compressed. (Skinnier)
Graph was stretched. (Wider)
19
​
Check your answers on the following slides.
20
Multiple Choice
For this equation: g(x)=−2∣x+3∣+4 was the equation stretched or compressed, and flipped or not flipped?
Stretched & not flipped
Compressed & not flipped
Stretched & Flipped
Compressed & Flipped
21
Multiple Choice
For this equation: g(x)=−2∣x+3∣+4 how was it shifted horizontally?
Shifted right by 3 unites
Shifted left by 3 unites
Shifted right by 4 unites
Shifted left by 4 unites
22
Multiple Choice
For this equation: g(x)=−2∣x+3∣+4 how was it shifted vertically?
Shifted up by 3 unites
Shifted down by 3 unites
Shifted up by 4 unites
Shifted down by 4 unites
Guided Lesson 5-4
Make sure you put ALL answers on your notes sheet!
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