Volume and Surface Area of 3D Figures - Practice for Retake

Find the surface area of the figure.

Round your answer to the nearest hundredth.

• 576.40 $in^2$

• 1,031.8 $in^2$

• 2,504.70 $in^2$

• 517.3 $in^2$

Tags

CCSS.7.G.B.6

Find the surface area of the figure.

Round your answer to the nearest hundredth.

• 542.59 $mm^2$

• 271. 44 $mm^2$

• 221.06 $mm^2$

• 442.12 $mm^2$

Find the surface area of the figure.

Round your answer to the nearest hundredth.

• 311.4 $ft^2$

• 155.7 $ft^2$

• 196.2 $ft^2$

• 248.4 $ft^2$

Tags

CCSS.7.G.B.6

Find the surface area of the figure.

Round your answer to the nearest hundredth.

• 856.75 $km^2$

• 428.59 $km^2$

• 1,537.34 $km^2$

• 771.64 $km^2$

The "B" in the volume formula refers to...

• the base
• area of the base
• the height of the base
• the height of the prism

The "h" in the volume formula refers to...

• the base
• the area of the base
• the height of the prism

Calculate the volume of the pyramid in the picture.  Round to the nearest whole number if necessary.

• 21 m³
• 64 m³
• 32 m³
• 11 m³

Is surface area.......

• Filling in a 3 dimensional shape

• wrapping the outside of a 3 dimensional shape

Identify all of the examples of volume.

• The amount of water inside of a fish tank.

• The least amount of wrapping paper to wrap a present.

• The amount of space that a soup can takes up.

• The amount of cardboard needed to make a cereal box.

• The amount of cereal that can fit inside of a box.

Identify each example of surface area.

• The least amount of wrapping paper needed to wrap a gift.

• The least amount of paint needed to paint the outside of a box.

• The amount of cardboard needed to make a tissue box.

• The amount of apple juice that can fit inside of a juice box.

• The amount of space that a garbage can takes up.