
Absolute Value Ordering Integers
Presentation
•
Mathematics
•
6th - 8th Grade
•
Hard
Joseph Anderson
FREE Resource
6 Slides • 17 Questions
1
Introduction to Integers & Absolute Value
2
What is an integer?
Integers are:
The set of whole numbers and their opposites.
Examples: -2, 5, 0, -1
3
Ordering Integers
How do you order integers?
The bigger the negative number, the smaller the value is. This is because the number is further away from 0.
For example: -2 is smaller than -1.
4
Reorder
Order the following integers in ascending order
-8
-2
0
5
9
5
Multiple Choice
Out of the integers order, which integers has the highest value?
-8
5
-2
0
9
6
Multiple Choice
Out of the integers listed, which integer has the smallest value?
-8
5
-2
0
9
7
Reorder
The following transactions are shown on a bank statement. List the transactions in descending order:
12
8
3
-5
-11
8
Multiple Choice
Use the <, > or = symbol to make each statement true:
-8 _____ 8
>
=
9
Multiple Choice
Use the <, > or = symbol to make each statement true:
-13 _____ -12
>
=
10
Multiple Choice
Use the <, > or = symbol to make each statement true:
-19 _____ 20
>
=
11
Multiple Choice
Use the <, > or = symbol to make each statement true:
0 _____ -7
<
>
=
12
Absolute Value
What is absolute value?
The absolute value of a number is the distance away from zero on the number line.
You can never have a negative absolute value. Absolute value can only be positive.
13
Fill in the Blanks
Determine the absolute value:
14
Fill in the Blanks
Determine the absolute value:
15
Fill in the Blanks
Determine the absolute value:
16
Fill in the Blanks
Determine the absolute value: (Type it in as a decimal)
17
Fill in the Blanks
Determine the absolute value:
18
Comparing absolute value
How to compare absolute values:
When you are comparing two absolute values, remember that there is never a negative absolute value. Compare the two numbers as if they are both positive numbers.
19
Match
Compare the following absolute values:
<
=
>
>
<
=
>
>
20
Opposites
What is an opposite?
The opposite of a number is the same distance away from zero but always on the other side of the number line.
It can be either positive or negative.
For example:
The opposite of 1 is -1. The opposite of -3 is 3.
21
Fill in the Blanks
The opposite of -3 is
22
Fill in the Blanks
The opposite of 5 is
23
Fill in the Blanks
The opposite of -10 is
Introduction to Integers & Absolute Value
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