Volume of Prisms with Proper Fractions Exercise

Volume of Prisms with Proper Fractions

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Volume of Prisms with Proper Fractions

Calculate the volume of rectangular prisms when edge lengths are given as proper fractions. Apply fraction multiplication strategies to solve volume problems.

Questions

  1. MultiChoice

    Find the volume of a rectangular prism with length = 3/4 ft, width = 1/2 ft, and height = 1/3 ft.

  2. MultiChoice

    A right rectangular prism has dimensions 2/3 m by 3/5 m by 1/2 m. What is its volume?

  3. MultiChoice

    Calculate the volume of a box with length = 3/5 in, width = 1/2 in, and height = 5/6 in.

  4. MultiChoice

    What is the volume of a rectangular prism measuring 4/5 cm by 1/2 cm by 3/4 cm?

  5. MultiChoice

    Find the volume of a prism with dimensions 2/5 m by 3/4 m by 1/3 m.

  6. MultiChoice

    A rectangular prism has length = 5/6 ft, width = 2/3 ft, and height = 1/2 ft. Find its volume.

  7. MultiChoice

    Calculate the volume of a prism measuring 3/8 in by 2/3 in by 4/5 in.

  8. MultiChoice

    What is the volume of a box with dimensions 1/2 cm by 3/5 cm by 2/3 cm?

  9. MultiChoice

    Find the volume of a rectangular prism with length = 3/4 m, width = 2/5 m, and height = 1/2 m.

  10. MultiChoice

    A right rectangular prism measures 5/8 ft by 1/2 ft by 4/5 ft. What is its volume?

  11. MultiChoice

    Calculate the volume of a rectangular prism with length = 2/3 in, width = 3/4 in, and height = 4/5 in.

  12. MultiChoice

    Find the volume of a box with dimensions 1/4 cm by 4/5 cm by 5/6 cm.