TEKS.MATH.5.4G

_{^{Find the Volume}}

• 428.4 cm³
• 412.8 cm³
• 404.2 cm³
• 400 cm³

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TEKS.MATH.5.4G

What is the volume of this prism?

• 2 cubic in
• 12 cubic in
• 13 cubic in

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TEKS.MATH.5.4G

What is the Volume of this shape?

• 1120 ft2
• 2011 ft2
• 120 ft3
• 1120 ft3

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TEKS.MATH.5.4G

Which of the following equations can be used to find the volume of the rectangular prism?

• V=(10+5) x 6
• V=(10x5) + 6
• V=(10x5) x 6
• V=(50x2) + (30x2) + (60x2)

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TEKS.MATH.5.4G

Joy wants to create a box with a volume of 8 cubic units. Which dimensions would work?

• length: 8 units
  width: 8 units
  height: 8 units
• length: 2 units
  width 4 units
  height: 3 units
• length: 4 units
  width: 2 units
  height: 2 units
• length: 2 units
  width: 4 units
  height: 1 unit

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TEKS.MATH.5.4G

What is the volume of this rectangular prism?

• 26 cubic units
• 24 cubic units
• 24 square units
• 26 square units

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TEKS.MATH.5.4G

What is the volume of this prism?

• 24 cm³

• 240 cm³

• 60 cm³

• 600 cm³

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TEKS.MATH.5.4G

What is the volume of this prism?

• 2 in³

• 12 in³

• 13 in³

• 9 in³

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TEKS.MATH.5.4G

What equation would be best to find the volume of the rectangular prism above?

• V = 3 in x 7 in + 8 in

• V = 3 in + 7 in x 8 in

• V = 3 in x 7 in x 8 in

• V = 8 in + 7 in x 3 in

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TEKS.MATH.5.4G

What is the volume?

• 64 cubic units

• 48 cubic units

• 17 cubic units

• 60 cubic units

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TEKS.MATH.5.4G