1. Draw a net of a triangular prism. What shapes did you use? A. 3 squares and 1 triangle B. 3 rectangles and 2 triangles C. 1 rectangle and 4 triangles D. 5 triangles

2. The top, side, and front view of a solid figure made of cubes are shown. top sidefront Which solid figure is best represented by these views? A.B. C.

3. An aquarium has a volume of 1,684.8 in 3. The length is 15.6 in. and the height is 12 in. How wide is the aquarium? Draw a picture and solve.

4. Find the exact number of cubes measuring 4 centimeters on an edge that will fill a box shaped like a rectangular prism that measures 32 cm by 24 cm by 12 cm. 4 cm 32 cm 24 cm 12 cm

5. Joe plans to pack a laptop computer in a rectangular box. The box has a length of 12 inches, a width of 10 inches, and a height of 8 inches. Joe’s laptop is a rectangular prism measuring 10 in by 9 in by 8 in. A. Find the volume of both prisms. B. What percent of the volume of the big box is not taken up by the laptop?

6. What is the difference between the volumes of these two cylinders? Use pi = 3.14 8 in 1.5 in 3 in 6 in Round to the nearest tenth.

7. Which of the following represents the least percent of change? A. A coat that was originally priced at $90 is now $72. B. A puppy who weighed 6 ounces at birth now weighs 96 ounces. C. A child grew from 54 inches to 60 inches. D. A savings account increased from $500 to $550 in 6 months.

8. A machinist drilled a hole through a block of copper. The block was a rectangular prism measuring 6 cm x 6 cm x 11 cm. The drill bit had a diameter of 4 cm, and the machinist drilled from top to bottom (11 cm). Find the volume of the copper solid after the hole was drilled.

9. Dan has a box that is 10 in x 12 in x 9 in. He is shipping a cylinder shaped flower pot to his mom that has a diameter of 8 and a height of 5 inches. How much space is not being used in the box? Use 3 for pi.

10. How many are prisms?

11. Find the volume of the triangular prism. 8 in 11 6.5 7 in

12. True or False A rectangular pyramid has 5 vertices and 4 faces.

13. How would you find the volume of this shape?