Distance and Expressions
Adding Rational Numbers
Subtracting Rational Numbers
Absolute Value
This and That
100

a=2, b=-2

Solve 

a+b+a

2

100

-7.824 + 23.5=

15.676

100

38.134 – 31.9=

6.234

100

 abs(-8) 

8

100

The distance a number is from zero

absolute value

200

a=2, b=-2

Solve 

a-b-a

6

200

-14 + -8

-22

200

- 20 - (-4) =

-16

200

abs(8-10)

2

200

Only when _________ rational numbers we use "add the opposite".

When subtracting rational numbers we use "add the opposite".

300

a=2, b=-2

Solve 


0

300

4 + (-3 1/2)

1/2

300

-3 3/4 - (-1/2)

-3 1/4 

300

abs(8)-abs(-10)

-2

300

two numbers that are the same distance from zero but in opposite directions

opposites

400

Find the distance between -3.45 and 9

12.45

400

–33 + -4.5

-37.5

400

 –3.37 – 9.668

-13.038

400

-abs(-7)

-7

400

When adding or subtracting fractions you must have

common denominators

500

Find the distance between 78.9 and -1

79.9

500

2 1/2 + (-6 2/3)

-4 1/6

500

5/6 - (-5 1/3)

6 1/6

500

-abs(8)-abs(-10)

-18

500

How do you find the distance between two numbers on a number line?

Subtract and take the absolute value.

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