Question

Choose ,begin emphasis,all,end emphasis, the shapes that can have a circular cross-section when cut by a plane.

Answer options with 5 options
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Answer 1

I can’t see the five answer choices — could you either type them (or upload the image)?

Meanwhile, a short hint that will let you decide once you give the options:
- Any solid of revolution whose generating curve is a circle (or a shape symmetric about an axis) can have a circular cross‑section when the cutting plane is perpendicular to the axis of symmetry. Examples: sphere, right circular cylinder, right circular cone, circular paraboloid, ellipsoid, torus (in certain planes).
- Convex polyhedra (cube, rectangular prism, tetrahedron, etc.) always give polygonal planar intersections, not circles.

Send the five choices and I’ll pick which ones can yield a circular cross‑section.