The following plane figures are obtained when a right circular cone is sliced by a plane.
If the slicing plane is parallel to the base of the cone you will get a circle.If the slicing plane is inclined to the base of the cone at an angle that is smaller than the incline of the cone, you will get an ellipse.
If the slicing plane is inclined to the base of the cone at an angle that is the same as the incline of the cone, you will get a parabola.
If the slicing plane is inclined to the base of the cone at an angle that is greater than the incline of the cone, you will get half a hyperbola.
An ellipse is produced.
By "double right cone" do you mean one right cone sitting normal with another right cone upside-down atop the first cone? If so, then we you take that double right cone and intersect it with a plane at different angles, you get the conic sections. (i.e. hyperbola, parabola, elipse, circle)
If I understand your description correctly, a line.
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).
The intersection of a right circular cone and a plane that is parallel to the edge of the cone is a parabola. However, if the vertex of the cone lies on the plane, then the intersection is simply two intersecting lines.
A circle.
The interception of a plane with a cone parallel to the base of the cone is a circle.
The points where the cone and plane intersect will form a circle.
An ellipse or circle.
The "conic section" that is produced when you slice a cone with a plane that passes through only one nappe of the cone but that is not parallel to an edge of the cone is known as an ellipse. In the case where the plane is perpendicular to the axis of the cone, the ellipse becomes a circle.
This kind of conic section is a circle
This is called an ellipse.
The general answer is an ellipse.
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
Ellipse. (sources) internet class.
Ellipse. (sources) internet class.
Ellipse. (sources) internet class.