Spheres Volume

Volume of Spheres, Cones & Cylinders

You will need:

- Pencil

-Paper

-Calculator

Multiple Choice

Solve for the Volume of the cone with a height of 10 inches and a radius of 5 inches. Use 3.14 for pi.

• $$785\ in^3$$

• $$261.666...\ in^3$$

• $$523.333...\ in^3$$

Multiple Choice

Warm up: Which figure can be transformed into figure P by a translation 2 units to the right followed by a reflection across the x-axis

?

• Figure J

• Figure K

• Figure L

• Figure M

Cylinder Volume

Cones

Multiple Choice

Solve the volume for the Cylinder. Use 3.14 for  $$\pi$$ . (Height of 12cm and radius of 6cm)

• $$1356.48cm^3$$  
  

• $$2712.96cm^3$$  

• $$226.08cm^3$$  

Find the volume of the cylinder.

Volume of Spheres

​

Multiple Choice

Find the volume of the following cone. Leave in terms of $$\pi$$  .

•   $$156\pi m^3$$  

• $$702\pi m^3$$  

• $$2,106\pi m^3$$  
  

• $$78\pi m^3$$  
  

Find the volume of the cone.

​

Poll

How are you feeling about volume?

Multiple Choice

Find the volume of the given hemisphere.

• 1,216.7 cubic in.

• 879.6 cubic in.

• 991.4 cubic in.

• 1,072.3 cubic in.

Multiple Choice

Find the volume.

• 779.6 cubic mm

• 883.6 cubic mm

• 840.6 cubic mm

• 805.9 cubic mm

Multiple Choice

Find the volume of the given composite solid.

• 103.4 cubic in.

• 98.5 cubic in.

• 113.1 cubic in.

• 121.8 cubic in.