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.
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Vocabulary Review: Mark each statement as True or False.
True
False
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:
In math, is there a difference between distance and direction?
Explain why this is not possible:
|x|= - 6
Essential Question:
What was the Essential Question of this assignment?
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Learning Outcomes
What is one thing you learned?
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Summarize the Topic
What was this lesson about?
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1 Question I have.
1 question I have is...
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