Volume pt 1
Volume pt 2
Composite Figures
Missing Sides
100

What is the volume of the figure

90 cubic inches

100


  1. What is the volume of the figure?





30 cubic feet

100

What is the volume of the composed figure?A. 180 IN3

B. 186 IN3

C. 280 IN3

C. 280 in3

100

  1. The volume of the rectangular prism below is 396 in3. What is the missing side length?


Ⓐ24 in

Ⓑ13 in

Ⓒ11 in

Ⓓ9 in


c. 11

200

Select all lengths that can be used to calculate the volume of the container below.



Ⓐ 2

B. 4

Ⓒ 5

Ⓓ 8

Ⓔ 6


Ⓕ  3


B. 4

C. 5

F. 3

200

  1. A recycling bin in the shape of a rectangular prism has a height of 30 inches. The base area of the recycling bin is 32 square inches. What is the volume of the recycling bin?

Ⓐ  62 in3

Ⓑ  150 in3

Ⓒ  620 in3

Ⓓ  960 in3

D. 960 in 3

200

What is the volume?

A. 180 IN3

B. 186 IN3

C. 280 IN3

A. 180 IN3

200

The volume of the rectangular prism shown is 576 cm3. What is the missing side length, in cm?

12 cm 

300

Base = 12 unit cubes

Height = 3

Use the base and height to find the volume.

36 cubic units

300

Determine whether the volume of each figure is less than, equal to, or greater than 100 cm3.

Base: 48 cm2

Height: 3 cm

Greater than

300


  1. Which expression can be used to find the total volume of the figure?


Ⓐ  (4 x 9 x 5) + (6 x 4 x 4)

Ⓑ  (9 + 4 + 5) x (6 + 4)

Ⓒ  (4 x 9 x 5) x (6 x 4 x 4)

Ⓓ  (9 x 5) + (4 x 6 x 4)

Ⓐ  (4 x 9 x 5) + (6 x 4 x 4)

400

Base = 6 unit cubes

Height = 5

Use the base and height to find the volume.

30 cubic units

400

 A storage shed is 7 feet wide, 10 feet long, and 11 feet tall. Find the volume. 

770 cubic feet 

400

What is the volume of the composed figure?

423 CM3
500

Justine packed 1-centimeter cubes into a box with a volume of 144 cm3. How many layers of cubes did she pack in the box?

A. 4

B. 9

C. 36

D. 144

A. 4

500

  1. Select all options that create a rectangular prism with a volume greater than 500 cubic inches.


Ⓐ   length: 10 in,   width:  5 in,    height: 8 in

Ⓑ   base:  72 in2,   height: 8 inches

Ⓒ   width: 15 in,    length: 12 in,   height: 3 in

Ⓓ   length: 10 in,     width: 50 in

Ⓔ   height: 8 in,    base: 64 in2

Ⓕ   width: 11 in,    length: 9 in,     height: 5 in

Ⓑ   base:  72 in2,   height: 8 inches

Ⓒ   width: 15 in,    length: 12 in,   height: 3 in


Ⓔ   height: 8 in,    base: 64 in2

500

  1. Figure A and Figure B have the same base area. The height of Figure A is half the height of Figure B. 


     The height of Figure A is (a. 10, b. 9, c. 6). The base of Figure B is (d. 10 e. 18, f. 24) . 

B. 9

F. 24

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