Multiplying Rational Numbers
Adding Rational Numbers
Subtracting Rational Numbers
Dividing Rational Numbers
RULES
100

 abs(-4)* 5 

20

100

-7.824 + 23.5=

15.676

100

38.134 – 31.9=

6.234

100

-10 divide -2/3

15

100

When you convert the fraction below into a decimal, which number is inside the division house?

8/9 

8

200

(-5.1)(-2.78) =

14.178

200

-14 + -8

-22

200

- 20 - (-4) =

-16

200

-14.5 divide 2

-7.25

200

Only when _________ rational numbers we use "keep-change-change".

When subtracting rational numbers we use "keep-change-change".

300

 -1/2 * 7 

-3 1/2

300

4 + (-3 1/2)

1/2

300

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

-3 1/4 

300

634 divide -4

-158.5

300

When adding two numbers of different signs we _______ the numbers and take the sign of the ________.

subtract & larger

400

(-79.3)(3) =

-237.9

400

–33 + -4.5

-37.5

400

 –3.37 – 9.668

-13.038

400

632.44/-5

-126.488

400

Two types of rational decimals are ________ and _________.

repeating and terminating

500

-3 1/4 * -8/9

2 8/9

500

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

-4 1/6

500

5/6 - (-5 1/3)

6 1/6

500

-5/6 divide 1/3

-2 1/2

500

When adding and subtracting fractions, you need ____________.

When dividing fractions, you need to ______, _______, _______.

When you have a complex fraction, you first _________.

common denominators

keep, change, flip

Change the problem using a dividing symbol, not a fraction bar.