Cross-Sections of Regular Polygonal Prisms Exercise

Cross-Sections of Regular Polygonal Prisms

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Cross-Sections of Regular Polygonal Prisms

Practice finding the cross-sectional shapes formed by making various cuts through regular polygonal prisms.

Questions

  1. MultiChoice

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

  2. MultiChoice

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

  3. MultiChoice

    A vertical cross-section perpendicular to the bases of a regular hexagonal prism yields a:

  4. MultiChoice

    Slicing a regular decagonal prism (10-sided base) parallel to its base yields a polygon with how many sides?

  5. MultiChoice

    Slicing a regular pentagonal pyramid parallel to its base yields what shape?

  6. MultiChoice

    Slicing a regular pentagonal pyramid vertically through its apex and the midpoint of a base edge produces a:

  7. MultiChoice

    As the number of sides of a regular polygon base of a prism increases to infinity, what shape does its parallel cross-section approach?

  8. MultiChoice

    A regular hexagonal prism cut perpendicular to its bases produces a rectangular cross-section. Does its height equal the height of the prism?

  9. MultiChoice

    How many rectangular faces does a pentagonal prism have, and how many rectangle choices can be made by slicing perpendicular to the base?

  10. MultiChoice

    Slicing a regular octagonal pyramid parallel to its base produces a shape with how many lines of symmetry?

  11. MultiChoice

    If a plane cuts through all faces of a regular pentagonal prism horizontally, the cross-section is:

  12. MultiChoice

    A cross-section parallel to the base of a regular n-gon prism is always a polygon with: