IM Geo.5.13 Practice: Building a Volume Formula for a Pyramid

Find the volume of a pyramid whose base is a square with side lengths of 6 units and height of 8 units.
A cylinder has radius 9 inches and height 15 inches. A cone has the same radius and height.
[size=100]Find the volume of the cylinder.[/size][br]
[size=100]Find the volume of the cone.[/size][br]
[size=100]What fraction of the cylinder’s volume is the cone’s volume?[/size][br]
[size=150]Each solid in the image has height 4 units. T[/size][size=150]he area of each solid’s base is 8 square units. A cross section has been created in each by dilating the base using the apex as a center with scale factor [math]k=0.25[/math].[/size][br][br][img]data:image/png;base64,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[/img][br][br][size=100]Calculate the area of each of the 2 cross sections.[/size]
[size=100]Suppose a new cross section was created in each solid, both at the same height, using some scale factor [math]k[/math]. How would the areas of these 2 cross sections compare? Explain your reasoning.[/size][br]
Select the most specific and accurate name for the solid in the image.
[img]data:image/png;base64,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[/img]
[size=100][size=150]A solid can be constructed with 4 triangles and 1 rectangle. What is the name for this solid?[/size][/size]
Find the volume of the solid produced by rotating this two-dimensional shape using the axis shown.
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[/img]
This zigzag crystal vase has a height of 20 centimeters.
[table][tr][td][img]data:image/png;base64,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[/img][/td][td][size=150]The cross sections parallel to the base are always rectangles [br]that are 12 centimeters wide by 6 centimeters long.[/size][/td][/tr][/table][br][br][size=100]If we assume the crystal itself has no thickness, what would be the volume of the vase?[/size][br]
The crystal is actually 1 centimeter thick on each of the sides and on the bottom. Approximately how much space is contained within the vase? Explain or show your reasoning.[br]
[size=100][size=150]A trapezoid has an area of 10 square units. What scale factor would be required to dilate the trapezoid to have an area of 90 square units?[/size][/size]
Fermer

Information: IM Geo.5.13 Practice: Building a Volume Formula for a Pyramid