Adding and Subtracting Rational Numbers
Multiplying and Dividing Rational Numbers
Expressions
Equations and Inequalities
Ratios and Rates
100

What is the absolute value of -10?

10

100

-2(8)

-16

100

Simplify the expression:

12g + 9g

21g

100

Solve: 

x - 5.2 = -18.73

x = -13.53

100

Find the unit rate.

$4.80 for 6 cans

$0.80 per can

200
14 + (-5)

9

200

-49 / (-7)

7

200

2/5 y - 4 + 7 - 9/10 y

-1/2 y + 3

200
Solve: 

-4/9 x = -3

x = 6 3/4

200

Tell whether the rates are equivalent:

75 pounds per 1.5 years

38.4 ounces per 0.75 year

No.

50 lb per year and 51.2 lb per year

300

-7 - (-8)

1

300

Write the fraction or mixed number as a decimal:

-1 5/6 

-1.83

300

Find the sum of each expression:

(n + 8) + (n - 12) 

2n - 4

300
Solve: 

-3y < -14

y > 4 2/3 

300

Tell whether the ratios form a proportion.

21/2: 3 and 16:6

No

400

2 4/5 + (-12/15) 

2

400

5/6 (-4 1/2) (-2 1/5) 

8 1/4 

400

Find the difference of the expression:

(-2g + 7) - (g + 11)

-3g - 4

400

Solve: 

7.3y - 5.18 = -51.9

x = -6.4

400

Solve the proportion.

20/16 = x/12

x = 15

500
12 2/5 - 17 1/3 

-4 14/15

500

(-10 2/7) / (-4 4/11)

2 5/14

500

Simplify the expression

-3/4 (5x - 12) + 2 (8 - 1/4x)

-4 1/4x + 25

500
Solve: 

-3.2 (c - 4.3) < 20

c > -1.95

500

There are 180 white lockers in a school. There are 3 white lockers for every 5 blue lockers. How many lockers are in the school?

480 lockers

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