
Inequalities with Number Lines
Presentation
•
Mathematics
•
6th Grade
•
Practice Problem
•
Medium
KRISTIN HARDWICK
Used 44+ times
FREE Resource
3 Slides • 5 Questions
1
Inequalities with Number Lines
Math > Anything Else!
2
Positive & Negative Numbers
Numbers to the LEFT of zero are always negative
Numbers to the RIGHT of zero are always positive
The farther away from zero a number is to the LEFT, the LESS value it has so -9 < -4 because -9 is FARTHER AWAY from zero
The closer to zero a number is on the LEFT, the GREATER value it has so -2 > -6 because -2 is closer to zero
3
General Statements About Inequalities
The FIRST number in a LESS THAN inequality will always be located to the LEFT of the second number on a number line
For example, -7 < 4 shows that -7 will be to the left
The FIRST number in a GREATER THAN inequality will always be located to the RIGHT of the second number on a number line
For example, 12 > 5 shows that 12 will be to the right
4
Multiple Choice
Numbers to the left are less than numbers to the right on a number line.
True
False
5
Multiple Choice
Any number to the right of zero will be ________
a fraction
negative
positive
a decimal
6
Multiple Select
Check all the statements that are true about the number -7
It is to the left of zero
It is to the right of zero
It is greater than -9
It is less than -4
It is equal to 7
7
Multiple Choice
If -4 is to the left of a number, the other number has to be bigger than -4.
True
False
8
Multiple Select
What could you say about the numbers -3 and 3? Check all that are true.
-3 is to the right of zero
-3 and 3 are the same distance from zero
-3 < 3
3 is to the left of zero
Inequalities with Number Lines
Math > Anything Else!
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