Packing Prisms with Unit Cubes Exercise

Packing Prisms with Unit Cubes

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Packing Prisms with Unit Cubes

Explore how rectangular prisms can be packed with fractional unit cubes to find volume. Relate physical cube counts to the volume formula.

Questions

  1. MultiChoice

    How many 1/2-inch unit cubes are needed to fill a prism measuring 1 1/2 in by 1 in by 2 in?

  2. MultiChoice

    A box measures 2 cm by 1 1/2 cm by 1 cm. How many 1/2-cm cubes can completely fill it?

  3. MultiChoice

    How many 1/3-ft unit cubes fill a prism with dimensions 1 ft by 2/3 ft by 1 1/3 ft?

  4. MultiChoice

    A prism measuring 3/4 in by 1 in by 1 1/4 in is packed with 1/4-in cubes. How many cubes fit inside?

  5. MultiChoice

    How many 1/2-m cubes fill a rectangular prism of 2 1/2 m by 2 m by 1 1/2 m?

  6. MultiChoice

    A box has dimensions 1 1/3 ft by 1 ft by 2/3 ft. How many 1/3-ft cubes fill the box?

  7. MultiChoice

    How many 1/2-in unit cubes fill a cube with edge lengths of 1 1/2 in?

  8. MultiChoice

    A prism measures 2/5 cm by 4/5 cm by 1 cm. How many 1/5-cm cubes are needed to fill it?

  9. MultiChoice

    How many 1/4-ft cubes fill a prism measuring 1/2 ft by 3/4 ft by 1 ft?

  10. MultiChoice

    A container with dimensions 1 1/2 in by 2 in by 2 1/2 in is packed with 1/2-in cubes. How many cubes fit?

  11. MultiChoice

    How many 1/3-m cubes fill a prism measuring 1 m by 1 2/3 m by 2 m?

  12. MultiChoice

    A box measuring 3/4 ft by 1/2 ft by 1 ft is packed with 1/4-ft cubes. How many cubes are inside?