Parallel Cross-Sections of Prisms and Pyramids Exercise

Parallel Cross-Sections of Prisms and Pyramids

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Parallel Cross-Sections of Prisms and Pyramids

Explore the two-dimensional shapes formed when slicing prisms and pyramids parallel to their bases.

Questions

  1. MultiChoice

    What 2D shape is formed by a cross-section parallel to the base of a cube?

  2. MultiChoice

    What 2D shape is formed by a horizontal cross-section of a rectangular prism with base dimensions 4 cm by 6 cm?

  3. MultiChoice

    What 2D shape is produced by a cross-section parallel to the base of a square pyramid?

  4. MultiChoice

    What shape is the horizontal cross-section of a triangular prism with equilateral triangular bases?

  5. MultiChoice

    If a pentagonal prism is sliced parallel to its base, what shape is the cross-section?

  6. MultiChoice

    What 2D shape results from slicing a hexagonal pyramid parallel to its base?

  7. MultiChoice

    How does the size of a horizontal cross-section of a pyramid change as the slice moves closer to the apex?

  8. MultiChoice

    How does the size of a horizontal cross-section of a right prism change at different heights?

  9. MultiChoice

    Slicing an octagonal prism parallel to its base yields which polygon?

  10. MultiChoice

    Slicing a triangular pyramid parallel to its base results in what shape?

  11. MultiChoice

    What is the cross-section parallel to the base of a trapezoidal prism?

  12. MultiChoice

    A right rectangular prism is cut by a plane parallel to its base. If the base area is 20 sq cm, what is the area of the cross-section?