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i suppose it is an hyperbola

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Q: A right circular double-napped cone is intersected by a plane that is parallel to the generator of the cone two conice sections that could be form are?
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What geometric solids has two congruent circular faces and no vertices?

A sphere intersected by two parallel planes equidistant from its centre, An ellipsoid intersected by two parallel planes equidistant from its centre, A uniform hyperboloid intersected by two parallel planes equidistant from its centre, A torus with a wedge removed, A cylinder.


What figure has 1 curved surface and 2 circular bases?

There are many possible answers: a frustrum of a cone, a sphere or torus intersected by a pair of parallel planes, a circular prism (cylinder) are some.


If a right circular cone is intersected by a plane that passes through only one nappe of the cone but is not parallel to an edge of the cone what shape is produced?

An ellipse is produced.


What 3d solid has 1 curved face and 2 flat circular faces of equal size?

Many shapes: A torus (doughnut) with a wedge-shaped slice cut out, An ellipsoid intersected by planes parallel to an axis and equidistant from the midpoint of foci. A sphere intersected by planes parallel to an axis and equidistant from the centre. A cylinder


Right circular cone is intersected by a plane that is parallel to one edge of the cone?

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).


If two parallel planes are intersected by a third plane the lines of intersection are parallel.?

Yes, they are.


What has 1 pair of parallel sides and is not a regular polygon?

A circle intersected by a pair of parallel lines.


If two lines are intersected by a transversal are there 2 pairs of alternate interior angles?

Yes if the two lines intersected are parallel lines


Can two lines be both parallel and intersecting?

Not normally unless the parallel lines are intersected by a transversal line


What does it mean if two parallel lines are intersected by a transversal?

There is no deep meaning to it.


If two lines intersect can they also be parallel explain?

Two lines will remain parallel when they are intersected by a transversal line


Corresponding angles formed when parallel lines are intersected by a transversal are congruent?

true