Absolute value and ordering: printable worksheets
Find absolute values, compare absolute values, order integers, decimals and fractions from least to greatest or the reverse, and decide whether a statement is true.
Sample worksheet
The first 6 problems of a real worksheet, made the way the builder makes it. Open it in the builder to change the number of problems, the difficulty and the layout, then print.
1.
Order from least to greatest.
1, −9, −10.9, 5
2.
Find the absolute value.
|−15.2| =
3.
Compare. Write < or >.
|−3.5| |−15|
4.
True or false?
−3 > −8.1
- True
- False
5.
Order from least to greatest.
13.7, 16, 8.1, −1.9
6.
Find the absolute value.
|−10| =
Show answers
1.−10.9, −9, 1, 5
2.15.2
3.<
4.True
5.−1.9, 8.1, 13.7, 16
6.10
What students practise
I can place positive and negative numbers on a number line, find opposites and absolute values, and put numbers in order.
Students locate integers, decimals and fractions on a number line, name opposites as reflections across zero, read absolute value as distance from zero, and order signed numbers by their place on the line.
Key words
- opposite
- the number the same distance from zero on the other side
- absolute value
- the distance of a number from zero
- negative number
- a number less than zero, to the left of zero on the number line
- rational number
- a number that can be written as a fraction, such as an integer, a decimal or a fraction
Common mistakes
- Thinks a negative number with a larger digit is greater, so -8 is greater than -3.
- Keeps the negative sign when finding an absolute value.
- Writes the opposite on the same side of zero.
Standards
Common Core State Standards this worksheet practises.
- 6.NS.C.7: Understand ordering and absolute value of rational numbers: interpret statements of inequality as statements about the relative position of two numbers on a number line; understand the absolute value of a rational number as its distance from 0. (unverified)
Related topics
- Before this: Integers and rational numbers on the number line (Grade 6)
- Next: Two-step equations (Grade 7)