Volume
Surface Area
Expressions
Equations
Inequalities
100

What is the volume of a cereal box? 

66in3

100

How many triangular faces does a square pyramid have

4

100

What is the value of this expression? (9+3)- 8

136

100

Solve the equation to determine the value of w

w + 19 = 47

w= 28

100

|-12| ____ 2 choose the correct inequality symbol

greater than

200

 what is the volume of the fish tank

 37,500in3

200

Calculate the surface area of a square pyramid

132cm3

200

evaluate this expression 3x − 4, for x = 10

x = 26

200

Solve using inverse operations 

8k = 40

K =5

200

0 ____ |19| choose the correct inequality symbol

less than

300

What is the volume of each box?

300


20cm2

300

Miri uses the expression 3x + 12y to represent the weight of a set of objects. Which expressions below are equivalent to this original expression? 

a. 3(x + 4y) 

b. 3x + 4y 

c. 3(x + x + x + y + y + y + y)

d. 3(x + y + y + y + y)




A & C

300

If  V = ⅓ b²h What is the volume of a square pyramid with a base of 3 inches and a height of 6 inches?

18in3

300

0 ____ |15|

less than

400

Determine the volume of a right rectangular prism with dimensions 4ft X 3ft X 2ft 

V= LWH

24ft3

400

42in2

400

evaluate this expression 64 ÷ (11-9)3

8

400

Is x = 3  a solution to the equation 8 = 2x + 3?

no

400

14 ____ |-3| choose the correct inequality symbol

greater than

500

The volume of a fish tank with a length of 25in, Height of 10 in, and a width of 15in, has a volume of how many cubic inches?

3,750in3

500

This diagram shows Tyler’s kite. The two line segments meet at right angles in the center of the diagram. What is the area of Tyler’s kite?



108cm2

500

Evaluate using Order of Operation 52  - 24 ÷ (2 + 4)

48

500

Jessica is 2 years older than Maggie. Jessica is 26 years old. Let m represent Maggie’s age.  

Write an algebraic equation to represent the situation.

m +2 = 26

500

Michael recorded the temperature high in 6 capital cities: 130℉    -15℉    -60℉    80℉    35℉    0℉.  

Order the temperatures from least to greatest.  


-60, -15, 0, 35, 80, 130

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