Fractions and Decimals
Multiplying Rational Number
Dividing Rational Numbers
Adding/Subtracting Rational Numbers
Reciprocals
100

Write the following as a decimal:

-4/5

-0.8

100

7/8 • 2/35

1/20

100

-4/5 ÷ 8/9

-9/10

100

2/9 + (-4/9)

-2/9

100

Find the reciprocal of the following:


2/9

9/2 or 4  1/2

200

Write the following as a decimal:


5/6

0.833333...

200

-2/3 • 3/16

-1/8

200

7/9 ÷ -14

-1/18

200

2  12/13 - (-7 10/13)

139/13 or 10  9/13

200

Find the reciprocal of the following:


-12/19

-19/12 or  -1  7/12

300

Write the following decimal as a fraction:


-0.875

-7/8

300

-3/5 • -10/21

2/7

300

-2  1/5 ÷ -3  2/3

3/5

300

-8  3/10 - 4  9/10

-66/5 or -13  1/5

300

Find the reciprocal of the following:


-2  4/5

-5/14

400

Write the following decimal as a fraction:


0.193193193...

193/999

400

If x = 14/15, y=-1  2/5, and z = -3/7, find the following:


3/4 • x • y

-49/50

400

4ab/c ÷ 3a/2c

8b/3

400

5  5/6 - (-2  1/4)

8  1/12

400

Find the reciprocal of the following:


0.25

4
500

Use >, <, or = to compare the following:


-1.21  and  -1  1/5

-1.21 < -1  1/5

500

-9/10 • 7 • 2  1/3 • 1/21

-7/10

500

5a/3bc ÷ 2a/9bc

15/2 or 7  1/2

500

-5  3/5 + (-7  1/6)

-12  23/30

500

Find the reciprocal of the following. Be sure to simplify:


-1.76

-25/44

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