Volume Assessment

Select the three true statements about a cube with one-inch sides.

• A. It's length, width, and height are each one inch.

• B. It can be used to find the volume of a rectangular prism.

• C. It has a volume of one inch.

• D. It is a unit cube.

• E. It has a volume of three cubic inches.

Jenna fills a small box with equal-sized one cubic inch cubes. She can fit 35 cubes perfectly in the bottom of the box. She can stack four cubes on the top of each other to reach the top of the box. What is the volume of the box?

• A. $140\ in.^3$

• B. $140\ in.\ ^2$

• C. $120\ in.^3$

• D. $70\ in.^3$

What is the volume of this stack of blocks if each block measures 1 centimeter on each side?

• A. 30 square centimeters

• B. 23 square centimeters

• C. 30 cubic centimeters

• D. 23 cubic centimeters

Write an equation using the volume formula for the rectangular prism.

• A. $V\ =\ 27\times31\times37$

• B. $V\ =\ 27+31+37$

• C. $V\ =\ 27+31\times37$

• D. $V\ =\ 27\times31\div37$

Which solid figure has a volume of 100 cubic feet?

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Mark needs a shipping box that holds between 65 and 85 cubic inches. Each cube in these boxes represents one cubic inch. Check yes or no to show if each box meets Mark's needs.

• Yes

• No

Mark needs a shipping box that holds between 65 and 85 cubic inches. Each cube in these boxes represents one cubic inch. Check yes or no to show if each box meets Mark's needs.

• Yes

• No

Mark needs a shipping box that holds between 65 and 85 cubic inches. Each cube in these boxes represents one cubic inch. Check yes or no to show if each box meets Mark's needs.

• Yes

• No

Ace Appliance Center received a large carton filled with toasters in boxes, as shown in the diagram. Each toaster box in the carton has a volume of one cubic foot. What is the volume of the large carton?

• A. $60\ ft.^2$

• B. $120\ ft.^2$

• C. $120\ ft.^3$

• D. $60\ ft.^3$

Jay found the volume of the prism below by calculating the area of the base first and then multiplying by the height. Which shows the formula that Jay could of used?

• A. $V=\left(4\times4\right)+7$

• B. $V=\left(4\times7\right)\times7$

• C. $V=\left(4+4\right)+7$

• D. $V=\left(4\times4\right)\times7$