Solve Problems with Volume, Surface Area, Density

You are putting in a pool at your house in the shape of a rectangular prism.  The length is 40 ft, the width is 20 ft and the 3-D height is 12 ft.  How much water will be in the pool?

• 8640 cubic feet

• 8400 cubic feet

• 8000 cubic feet

• 9600 cubic feet

You want to figure out how cherry coke is inside a can of Coca-Cola.  The radius is 2 inches and the 3-D height is 6 inches.  How much cherry coke fits inside the can?

• 68.56 cubic inches

• 75.36 cubic inches

• 83.76 cubic inches

• 94.7 cubic inches

El Compadre's Mexican Restaurant is a triangular prism.  The base of the triangle is 90 ft and height of the triangle is 100 ft.  The 3-D height is 200 ft.  What is the volume of El Compadre?

• 750,000 cubic feet

• 800,000 cubic feet

• 850,000 cubic feet

• 900,000 cubic feet

We want to fill up the cylinder pictured with water.  How many inches cubed of water will fit inside it?

• 78500 inches cubed

• 80000 inches cubed

• 84500 inches cubed

• 89000 inches cubed

The Cheese Head in the image is a triangular prism.  The base of the triangle is 12 in and height of the triangle is 8 in.  The 3-D height is 4 in.  What is the volume of the cheese head? 

• 85 inches cubed

• 192 inches cubed

• 256 inches cubed

• 384 inches cubed

Find the surface area of the shape.

• 122 square feet

• 147 square feet

• 168 square feet

• 198 square feet

Find the surface area of the shape.

• 1750 square feet

• 1800 square feet

• 2000 square feet

• 2225 square feet

Find the surface area of the Egyptian Pyramid.

• 150,250 square meters

• 190,900 square meters

• 202,000 square meters

• 245,500 square meters

How do you find the volume of a prism?

• Base area multiplied by the 3-D Height, then divide by 3

• Perimeter of the Base Shape multiplied by the 3-D Height

• Base area multiplied by the 3-D Height

When finding Volume, what are you solving for?

• Tells us how many given cubic units it takes to fill a given space.

• The area of such an outside of a figure.