Geometry - 12.5 - Volume of Pyramids and Cones

Find the volume.

• $75\ in^3$

• $62.4\ m^3$

• $298.7\ m^3$

• $51.3\ in^3$

Find the volume of a rectangular pyramid with a height of 5.2 meters and a base 8 meters by 4.5 meters. 

• $75\ in^3$

• $62.4\ m^3$

• $298.7\ m^3$

• $51.3\ in^3$

Find the volume of a square pyramid with a height of 14 meters and a base with 8 meter side lengths.

• $75\ in^3$

• $62.4\ m^3$

• $298.7\ m^3$

• $51.3\ in^3$

Find the volume. 

• $75\ in^3$

• $62.4\ m^3$

• $298.7\ m^3$

• $51.3\ in^3$

Find the volume.

• $168.1\ cm^3$

• $28.1\ mm^3$

• $4712.4\ m^3$

• $513,333.3\ ft^3$

Find the volume of an oblique cone with a height of 10.5 millimeters and a radius of 1.6 millimeters. 

• $168.1\ cm^3$

• $28.1\ mm^3$

• $4712.4\ m^3$

• $513,333.3\ ft^3$

Find the volume of a cone with a slant height of 25 meters and a radius of 15 meters. 

• $168.1\ cm^3$

• $28.1\ mm^3$

• $4712.4\ m^3$

• $513,333.3\ ft^3$

The sky dome of the National Corvette Museum in Bowling Green, Kentucky, is a conical building. If the height is 100 feet and the area of the base is about 15,400 square feet, find the volume of air that the heating and cooling system would have to accommodate. 

• $168.1\ cm^3$

• $28.1\ mm^3$

• $4712.4\ m^3$

• $513,333.3\ ft^3$

What is the formula for finding volume of a pyramid?

• $V=\frac{1}{3}Bh$

• $v=\frac{1}{2}bh$

• $a=\frac{1}{3}\pi r^2$

• $d=vt$

What is the formula for finding volume of a cone?

•  $V=\frac{1}{3}\pi r^2h$ 

• $v=\frac{1}{2}bh$

• $a=\frac{1}{3}\pi r^2$

• $d=vt$