Volume of Rectangular Prisms

• 55 yd³
• 121 yd³
• 22 yd³
• 330 yd³

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How many 1-inch cubes are needed to fill a box that is 15 inches long, 3 inches wide, and 9 inches high?

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Jennifer is designing a dollhouse. The bottom floor of the dollhouse is shown.

If Jennifer wants the dollhouse to have a volume of 75 cubic inches, how many layers, exactly like the first floor, will she need to add to get to the needed volume?

• 5 layers

• 75 cubic inches

• 4 layers

• 1 layer

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How can we show, in an expression, that we need to find the area of the base FIRST when calculating volume?

• Label the figure with the dimensions

• Add grouping symbols to the expression

• Only use an area model to multiply

• Add all the dimensions together

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Which label would NOT be appropriate for volume.

• square miles
• inches³
• cm³
• cubic feet

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A cereal box is 12cm tall.  The area of the base is 7cm.  What is the volume?

• 84 cm²
• 84 cm³
• 83 cm
• 84

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What is the volume of this prism?

• 6 cubic units
• 12 cubic units
• 4 cubic units

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Which expression matches the volume of the prism pictured? (Select all that apply)

• V = 5 x 3 x 2

• V = 7 x 2

• V = (5 x 3) x 2

• V = 5 + 3 + 2

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Kyle’s math teacher, Mrs. Hales, gives him 48 unit cubes and tells him to make as many different rectangular prisms as he can using all of the cubes.

 

Mrs. Hales then tells Kyle to write an equation showing that the volume, V, of each of his prisms is equal to l × w × h.

 

Which of the following CANNOT be one of Kyle’s correct prisms and equations?

• 
• 
• 
• 

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Maria wants to fill the rectangular prism with chocolate, what is the volume of Maria's figure?

• The volume of Maria's figure is 150ft³
• The volume of Maria's figure is 168ft³
• The volume of Maria's figure is 220ft³
• The volume of Maria's figure is 200ft³

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