Learning Target: How can we solve absolute value equations, and what do the solutions represent in different contexts? Essential Question: Students will be able to solve absolute value equations and identify when they result in one solution, two solutions, or no solution, and represent these solutions on a number line.
Show your work for credit.
Vocabulary Review: Mark each statement as True or False.
False
True
To indicate the absolute value of -8, you write |-8|.
The absolute value of -8 is -8, since -8 is 8 units from 0 on the number line.
The absolute value of -8 is 8, since -8 is 8 units from 0 on the number line.
According to the definition of absolute value, if |r|= 3, then r = 3 or r = -3.
The definition of absolute value is...
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
Find the absolute value of this expression:
What are the 4 steps to solve an Absolute Value Equations?
1.
2.
3.
4.
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
x=
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
h=
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
n=
In math, is there a difference between distance and direction?
Explain why this is not possible:
|x|= - 6
Solve this absolute Value equation:
Does this have a solution?
+ Case (If no solution exists, then write "no solution")
- Case (If no solution exists, then write "no solution")
Solve this absolute Value equation:
Does this have a solution?
+ Case (If no solution exists, then write "no solution")
- Case (If no solution exists, then write "no solution")
Solve this absolute Value equation:
Does this have a solution?
+ Case (If no solution exists, then write "no solution")
- Case (If no solution exists, then write "no solution")
Solve this absolute Value equation:
Does this have a solution?
+ Case (If no solution exists, then write "no solution")
- Case (If no solution exists, then write "no solution")
Solve this absolute Value equation:
Does this have a solution?
+ Case (If no solution exists, then write "no solution")
- Case (If no solution exists, then write "no solution")
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)
Solve this absolute Value equation:
|x+4|= 7
+ Case
- Case
Write your answer in set notation
x=
Solve this absolute Value equation:
|x-2|=5
+ Case
- Case
Write your answer in set notation
x=
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
n=
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
c=
Solve this absolute Value equation:
+ Case
- Case
Write your answer in set notation
z=
1 Question I have.
1 question I have is...
(Must be a question)
OR
What was the hardest part of the assignment?