Surface Area, Volume, Perimeter

To find out how much wrapping paper to use, you would calculate:

• Area

• Perimeter

• Volume

• Surface Area

Look at the cylinder shaped objects in the picture. Which situation would NOT require finding the volume of a cylinder?

• Alice would like to determine the amount of wood needed to create each fence post.

• Cam must calculate the amount of paint needed to cover the clay sculpture.

• Ben needs to calculate the amount of wax contained in the candle.

• Cindy needs to measure the amount of water necessary to fill the glass. 

Which box would require the least amount of wrapping paper?

• Box A

• Box B

Tags

CCSS.7.G.B.6

What does "P" stand for in the surface area formulas?

• Perimeter of the area

• Parallel

• Perimeter of the Base

• Pi

Tags

CCSS.7.G.B.6

What does l stand for in the surface area formulas?

• length

• perimeter

• slant height

• longitude

Tags

CCSS.7.G.B.6

Identify each situation that would require the application of volume

• Determining the amount of water in a water bottle.

• Determining the number of pencils that could fit into a rectangular box.

• Determining the amount of wrapping paper needed to wrap a box.

• Determining the amount of paint needed to paint the outside of a cylinder.

If you wanted to measure how much coca-cola is inside this can you would be looking for its ________

• surface area

• volume

• perimeter

• area

If you wanted to measure how much water this fish tank could hold you would be measuring its _______.

• volume

• surface area

• perimeter

• circumference

If you wanted to know how many cubic inches of tissue this box could hold you would be finding the __________ of the box.

• volume

• surface area

• perimeter

• distance

If you wanted to know how much treasure is in the chest you would be finding the ________________

• volume

• surface area