Volume of Prisms and Cylinders

What is volume?

• The distance around a 2-D shape.

• The sum of all the areas of all the shapes that cover the surface of the object.

• The amount of space, measured in cubic units, that an object occupies.

• The distance around a circle.

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Which real-world situation best represents an example of volume?

• The amount of soup in a can.

• The amount of cardboard it takes to make an Fed Ex box.

• A fence that encompasses a circular garden.

• A rectangular rug that covers the floor.

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Which unit would you use to label the answer to a volume question?

• $inches^2$

• $meters^3$

• $centimeters$

• $\pi$

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What does the capital B in the formula V=Bh, stand for?

• area of the base

• the area of a rectangle

• the length of the bottom of the 3-D figure

• the area of a triangle

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What is the volume of the prism?

• $542\ in^3$

• $262.5\ in^3$

• $35\ in^3$

• $525\ in^3$

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What shape is the base of this figure?

• rectangle

• triangle

• square

• circle

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What is the volume of the prism?

• $132\ cm^3$

• $330\ cm^3$

• $66\ cm^3$

• $264\ cm^3$

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What is the volume of the cube?

• $8\ cm^3$

• $6\ cm^3$

• $24\ cm^3$

• $4\ cm^3$

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Which cylinder has a larger volume?

• Container A

• Container B

• The volume of the cylinders are the same.

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Which formula is used to find the volume of a cylinder?

• $lwh$

• $2\pi r$

• $\pi r^2$

• $\pi r^2h$

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