Understanding Volume of a Rectangular Prism

The video tutorial explains how to measure the volume of a rectangular prism using unit cubes. It defines a unit cube as 1 cubic centimeter and demonstrates how to calculate the volume by multiplying the dimensions of the prism. The tutorial explores different methods to calculate volume by considering various surfaces and emphasizes that the order of multiplication does not affect the result. The volume of the prism is consistently calculated as 24 cubic centimeters.

What is the volume of a unit cube defined in the video?

• 4 cubic centimeters

• 3 cubic centimeters

• 2 cubic centimeters

• 1 cubic centimeter

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How many centimeters wide is the rectangular prism?

• 1 centimeter

• 3 centimeters

• 2 centimeters

• 4 centimeters

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What is the height of the rectangular prism?

• 4 centimeters

• 2 centimeters

• 3 centimeters

• 5 centimeters

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How do you calculate the number of cubes in a slice?

• Multiply height by depth

• Multiply width by height

• Multiply width by depth

• Add width, height, and depth

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What is the total volume of the rectangular prism?

• 30 cubic centimeters

• 24 cubic centimeters

• 12 cubic centimeters

• 18 cubic centimeters

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Which surface was used first to calculate the volume?

• Front surface

• Top surface

• Bottom surface

• Side surface

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How many slices are needed when using the top surface for volume calculation?

• 4 slices

• 5 slices

• 3 slices

• 2 slices

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What is the area of the top surface of the prism?

• 8 square centimeters

• 6 square centimeters

• 10 square centimeters

• 4 square centimeters

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What property of multiplication is highlighted in the video?

• Identity property

• Associative property

• Distributive property

• Commutative property

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What is the final volume of the rectangular prism as calculated in the video?

• 18 cubic centimeters

• 24 cubic centimeters

• 20 cubic centimeters

• 22 cubic centimeters

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CCSS.7.G.B.6