Volume of Prisms
Multiply Multi-Digit Numbers
Divide Multi-Digit Numbers
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100

Which of these can best be measured using unit cubes?

a. volume

b. area

c. weight

d. temperature

a. volume

100

The answer to a multiplication problem is called a _______.

Product

100

What is the answer to a division problem called?

Quotient

100

Solve the problem:660/15

44

200

What is the formula for finding volume?

V=LxWxH

(Volume= Length x Width x Height)

200

Solve the following multiplication problem:


295 x 16

4,720

200

Correctly label the parts of the division problem below: 

150 / 25= 6


150- dividend

25- divisor

6-quotient

200

2,608 x 35=

91,280

300

David uses unit cubes to build a rectangular prism with a length of 6 cubic units, a width of 2 cubic units, and a height of 2 cubic units. What is the volume of David's Prism?

24 Cubic Units

300

What is the product?

1,914 x 43

82,302

300

Solve the problem below:

95/19

5

300

L=3in. W=4in. H= 6in.


What is the volume?

72 Cubic inches

400

Thomas has the following expression written to solve the volume of his prism: V=7x3x5. Which of the following is another way to write the equation? (2 answers)

a. 35x3

b. 7+3+5

c. 35+35+35

d. 7x5+3


a. 35x3

c. 35+35+35

400

What is the product?

512 x 46

23,552

400

solve the problem below:

1,200/ 12

100

400

368 x 51=

18,768

500

Amy has a gift box with a volume of 36 cubic inches. The height of the box is 2 inches. Which of the following measurements could be the measurements of the box?

a. L= 6 feet, W= 3 feet

b. L= 10 inches, W= 8 inches

c.  L= 13 inches, W= 5 inches

d. L=6 inches, W=3 inches

d. L=6 inches, W= 3 inches

500

Which expressions are equivalent to 647x39? (select all that apply)

a. 647x(30+9)

b. (647x3)+(647x9)

c. (600x39)+(40x39)+(7x39)

d. 647+(30+9)

a. 647x(30+9)

c. (600x39)+(40x39)+(7x39)

500

5,618/53

106

500

Sara uses unit cubes to build a rectangular prism with a length of 10 cubic units, a width of 6 cubic units, and a height of 13 cubic units. What is the volume of Sara's Prism?

780 cubic units

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