What is a Vertex
Describe in your own words what a vertex is.
How would you find the vertex using its graph?
How would you find the vertex using its table?
I am not looking for the right answer, I am looking for your answer.
Use desmos to graph each function and find its vertex.
Use desmos to graph each function and find its vertex.
Use desmos to graph each function and find its vertex.
What is the equation for the translation of y = |x| that shows it moved 8 units down?
You may check your response using Desmos.
What is the equation for the translation of y = |x|that shows it moved 7 units left?
You may check your response using Desmos.
What is the equation for the translation of y = |x| 9 units right?
You may check your response using Desmos.
What is the equation for the translation of y = |x| 9 units up?
You may check your response using Desmos.
Graph the absolute value function:
Graph the absolute value function:
Graph the absolute value function:
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x|
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x|+1
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x-3|+1
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x+5|+2
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x-4|-3
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Using the form y=a|x+h|+k to graph absolute values, answer questions about the key features of this absolute value equation:
y=|x+2|
The vertex is shifted horizontally spaces to the and is shifted vertically spaces.
Match the absolute value function to its graph using its vertex.
| Draggable item | arrow_right_alt | Corresponding Item |
|---|---|---|
f(x)=|x - 2| | arrow_right_alt | |
f(x)=|x - 1|+1 | arrow_right_alt | |
f(x)=|x+3|- 4 | arrow_right_alt |
Essential Question:
What was the Essential Question of this assignment?
(Use complete sentences for full credit)
Learning Outcomes
What is one thing you learned?
(Use complete sentences for full credit)
Summarize the Topic
What was this lesson about?
(Use complete sentences for full credit)
Graph the absolute value function:
Graph the absolute value function:
Graph the absolute value function:
Graph both functions and describe how g(x) been changed from the original function: f(x)
I am not looking for the right answer, I am looking for your answer.
Describe how the absolute value function g(x) of is has been translated (moved) compared to the original function f(x)
I am not looking for the right answer, I am looking for your answer.
Graph the absolute value function:
How is the graph of y=|2x| different from the graph of y=|x|?
I am not looking for the right answer, I am looking for your answer.
1 Question I have.
1 question I have is...
(Must be a question)
OR
What was the hardest part of the assignment?
