Form 9: Comparing Volumes of Rectangular and Triangular Prisms Exercise

Form 9: Comparing Volumes of Rectangular and Triangular Prisms

3 views 0 saves EN
Send as Assignment
Form 9: Comparing Volumes of Rectangular and Triangular Prisms

Compare the volumes of various rectangular and triangular prisms. Evaluate different 3D shapes to determine relative capacity and size.

Questions

  1. MultiChoice

    A rectangular prism has dimensions 4 by 3 by 5. A triangular prism has base 4, height 3, and length 5. How do their volumes compare?

  2. MultiChoice

    Rectangular prism A has V = 120 cm³. Triangular prism B has base area 20 cm² and height 6 cm. Which statement is true?

  3. MultiChoice

    Find the ratio of the volume of a rectangular prism (6 x 4 x 5) to a triangular prism (base 6, height 4, length 5).

  4. MultiChoice

    Box X is 8 in by 5 in by 6 in. Prism Y has triangular base (b=8, h=5) and length 6 in. What is V(X) - V(Y)?

  5. MultiChoice

    If a rectangular prism and a triangular prism have the same length, width, and height dimensions, the volume of the triangular prism is:

  6. MultiChoice

    A rectangular container has volume 200 m³. A triangular prism container has volume 150 m³. What is the difference in volume?

  7. MultiChoice

    Which prism has a larger volume: Rectangular (5 x 5 x 4) or Triangular (base area 30, height 3)?

  8. MultiChoice

    Container 1 (rectangular): 10 cm x 4 cm x 3 cm. Container 2 (triangular): b=10 cm, h=4 cm, length=6 cm. Compare V1 and V2.

  9. MultiChoice

    Two prisms have length 10 ft. Rectangular prism has base 6 ft by 4 ft. Triangular prism has triangle base 6 ft, height 8 ft. Compare volumes.

  10. MultiChoice

    A cube has side 6 cm. A triangular prism has base legs 6 cm and 6 cm, and height 12 cm. Compare their volumes.

  11. MultiChoice

    Rectangular prism volume is 180 in³. A triangular prism with the same base dimensions and height has a volume of:

  12. MultiChoice

    Triangular prism volume is 75 cm³. If a rectangular prism has the same base width, base height, and prism length, its volume is: