IM 6.1.16 Lesson: Distinguishing Between Surface Area and Volume
For each quantity, choose one or more appropriate units of measurement and list them in the table. For the last two, think of a quantity that could be appropriately measured with the given units.
This applet has 16 cubes in its hidden stack. Build two different shapes using 8 cubes for each.
For each shape, give a name or a label (e.g., Mae’s First Shape or Eric’s Steps).
For each shape, determine its volume.
For each shape, determine its surface area.
A rectangular prism has a height of 1 cm and a base that is 1 cm by 11 cm. Find the surface area and volume of the prism.
The rectangular prisms has a height of 1 cm and a base that is 2 cm by 7 cm. Find the surface area and volume of the prism.
What is the surface area? What is the volume?
In the following applets, you may want to draw the described prisms in order to calculate their surface area and volume. To draw a prism:[br][list][*]Select one of the Polygon tools [icon]/images/ggb/toolbar/mode_polygon.png[/icon] to draw the base.[/*][*]Then Select one of the Prism tools [icon]https://www.geogebra.org/images/ggb/toolbar/mode_prism.png[/icon] to create the rest of the prism.[/*][/list]
The rectangular prisms has a height of 1 cm and a base that is 3 cm by 5 cm. Find the surface area and volume of the prism.
What is the surface area? What is the volume?
What is the surface area? What is the volume?
Analyze the volumes and surface areas of the prisms. What do you notice? Write 1 or 2 observations about them.
Can you find more examples of prisms that have the same surface areas but different volumes? How many can you find?
IM 6.1.16 Practice: Distinguishing Between Surface Area and Volume
Match each quantity with an appropriate unit of measurement.
Here is a figure built from snap cubes.
Find the volume of the figure in cubic units.
Find the surface area of the figure in square units.
True or false: If we double the number of cubes being stacked, both the volume and surface area will double. Explain or show how you know.[br]
Lin said, “Two figures with the same volume also have the same surface area.”
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[/img][br]Which two figures suggest that her statement is true?
Which two figures could show that her statement is [i]not[/i] true?
Draw a pentagon (five-sided polygon) that has an area of 32 square units. Label all relevant sides or segments with their measurements, and show that the area is 32 square units.
This is a rectangular prism.
Draw a net for this rectangular prism.
Find the surface area of the rectangular prism. You can use the net you made in the applet above.[br]