A circle.
The interception of a plane with a cone parallel to the base of the cone is a circle.
That conic section is a circle.When you slice a cone with a plane parallel to the base of the cone, the sliced section is a circle, and the portion of the original cone on the side of the vertex is again a cone.An isosceles cone would be the out come
The shape described by the intersection of the cone and the plane is simply a circle.
Triangular
If it's parallel to the base, it's a circle. If it doesn't go through the base, it's an ellipse. If it's does, it's hyperbolic/parabolic.
The interception of a plane with a cone parallel to the base of the cone is a circle.
This is called an ellipse.
This kind of conic section is a circle
That conic section is a circle.When you slice a cone with a plane parallel to the base of the cone, the sliced section is a circle, and the portion of the original cone on the side of the vertex is again a cone.An isosceles cone would be the out come
When a cone is sliced parallel to the base then the shape produced is a circle. If the cone is sliced at an angle so that the cut goes completely through the cone then an ellipse is produced. If the cut is made perpendicular to the cone's base then the shape produced is a parabola.
It is a circle - or at its extreme, a point.
Every solid. All you need is the intersection with a plane parallel to the base.
I'm assuming you are looking for the name of the conic section produced by this type of intersection? If a right circular cone is intersected by a plane parallel to one edge of the cone, the resulting curve of intersection would be a parabola. If the intersecting plane was parallel to the base, it would be a circle. If the intersecting plane was at any angle between being parallel to the base and being parallel to an edge, it would produce an ellipse or part of an ellipse (depending on whether the intersection was completely within the cone).
Sphere
That always gives you a circle.
You get a frustum.
When a plane slices through a square prism and the resulting cross-section is a square, it indicates that the plane is cutting parallel to the base of the prism. This maintains the dimensions of the square shape at that specific height within the prism. The orientation and position of the slice determine the size of the resulting square cross-section, but it will always remain a square as long as the plane is parallel to the prism's bases.