Name ______Date ______Period ______

Volume of Prisms, Pyramids and Spheres

Color Match

After reading a problem from the first column, match it with the cells from the other three columns. Shade all the matching cells with the same color. Repeat the procedure for the next problem using a different color.

PROBLEM / TYPE OF
SOLID / FORMULA / ANSWER
  1. A pyramid has a base area of 56 mm2 and height 12.3 mm. What is the volume?
/ Pyramid / V = Bh / 14.1
  1. Find the volume of the figure below.


/ Pyramid / r3 / 15
  1. A sphere has a radius of 1.5 feet. What is the volume?
/ Pyramid / / 96
  1. The volume of a pyramid is 25 yd3. Its base has an area of 5 yd2. Find the height of the pyramid.
/ Rectangular prism / / 229
  1. Find the volume of a rectangular prism with a length of 8 meters, a height of 4 meters, and a width of 3 meters.
/ Pyramid / r3 / 11.39
  1. The base area of a pyramid is 34.5 m2 and its height is 5.3 m. What is the volume of the pyramid?
/ Pyramid / V = Bh / 904.3
  1. Jacob has a granite block that he uses as a bookend. The block is shaped like a cube that is 2 inches on each edge. Find the volume of Jacob’s bookend.
/ Triangular prism / / 60.95
  1. Find the volume of the sphere.
/ Cube / / 336

Volume of Cylinders and Cones Color Match

After reading a problem from the first column, match it with the cells from the other three columns. Shade all the matching cells with the same color. Repeat the procedure for the next problem using a different color.

PROBLEM / TYPE OF
SOLID / FORMULA / ANSWER
  1. A large cylindrical corn silo on a farm in Nebraska is 24 feet high and has a base with a radius of 8 feet. How much corn can the silo hold when it is completely full?
/ Cone / V=πr2h / 1063.675
  1. The volume of a cone-shaped funnel is 54 cm3. If the area of the open end is 12 cm2, what is the funnel’s height?
/ Cylinder / V=πr2h / 2961
  1. A cylinder has a radius of 3 m and height of 7 m. Find the volume.
/ Cone / V=πr2h / 452.16
  1. The height of a cone in 21 m and the base has an area of 423 m2. Find the volume.
/ Cylinder / V=πr2h / 4823.04
  1. Find the volume.
/ Cone / V=Bh / 94.2
  1. A cylinder has a diameter of 5 in. and a height of 54.2 in. Find the volume.
/ Cylinder / V= / 13.5
  1. Find the volume of the pipe
    shown. The inside diameter
    is 2 cm and the outside
    diameter is 4 cm.
    Use 3.14 for π.
/ Cylinder / V=Bh / 56.52
  1. You work for a bakery that specializes in baking cakes that are in the shape of lettersin the alphabet. What is the volume of the letter “O” cake? The inside radius is 3 inches and the outside radius is 9 inches.
/ Cylinder / V= / 197.82