Grade Volume

Find the volume of the given figure.

• 308.9 cm³

• 308.2 cm³

• 312.8 cm³

• 302.9 cm³

Find the volume of a triangular prism with a height of 12 cm and a triangular base with base length 7.3 cm and height 3.5 cm.

• 22.8 cm³

• 306.6 cm³

• 86.2 cm³

• 153.3 cm³

Find the volume of the figure:

• 66 cm squared

• 66 cm cubed

• 132 cm cubed

• 132 cm squared

what is the volume?

• 72

• 27

• 1.5

• 272

Determine the volume of the cube in the picture.   It has a side length of ⅗ inch.

• 3 ⅗ in ³

• 27/125 in³

• 2   4/25 in³

• 1  ⅘ in³

Calculate the volume.⅔⅔⅘

• 140 ft³

• 166 ⅔ in³

• 146 ⅔ in³

• 122 ⅘ in³

The fish tank pictured is filled up to 1½ inches below the top of the tank, what is the volume of the water in the tank.  

• 3080 in³

• 2750 in³

• 1540 in³

• 4620 in³

What is the volume of a prism with a square base with side lengths of 4 inches and a height of 8½ inches?

• 34 cubic inches

• 68 cubic inches

• 136 cubic inches

• 289 cubic inches

What rectangular prism has the greatest volume?

• B=20 cm², h=27 cm

• B=15 cm², h=18 cm

• B=10 cm², h 39 cm

• B=9 cm², h=32 cm

Which of the following statements is true about solid figures

• Two polyhedrons with the same volume with also have the same surface area.

• If the dimensions of a solid figure double, the volume will also double. 

• The volume of a solid figure is the number of units filling the space so that there are not gaps or overlays.

• The bases of solid figures are always perpendicular.