A cone has infinitely many planes of symmetry because its base is a circle, which also has an infinite amount of planes of symmetry. Prove it by making a 3D model of it and they look at the number of vertexes.
If it is a right circular cone, it has an infinite number of planes of symmetry. If it is an oblique circular cone, it has one plane of symmetry.
There are many possible answers. Some are: A sphere or ellipsoid sliced by two planes A cone sliced by two planes A toroid (doughnut) with a wedge cut out An infinite circular prism sliced by two planes.
A cylinder and a cone have infinitely many planes of symmetry because of the circular face. However, a cylinder can also be cut in half lengthwise (imaging cutting a soda can in half), while a cone cannot (imagine cutting a ice cream cone in half). Therefore, a cylinder has one more plane of symmetry than a cone.
A frustum of a cone, or a sphere sliced by two planes are a couple of examples.
A cone has infinitely many planes of symmetry because its base is a circle, which also has an infinite amount of planes of symmetry. Prove it by making a 3D model of it and they look at the number of vertexes.
If it is a right circular cone, it has an infinite number of planes of symmetry. If it is an oblique circular cone, it has one plane of symmetry.
A section of a cone or spheroid intersected by one or two planes that themselves do not intersect within the solid.A section of a cone or spheroid intersected by one or two planes that themselves do not intersect within the solid.A section of a cone or spheroid intersected by one or two planes that themselves do not intersect within the solid.A section of a cone or spheroid intersected by one or two planes that themselves do not intersect within the solid.
It is the section of a cone between two parallel planes that are perpendicular to the axis of the cone. In simpler terms, it is what is left of a solid cone when the pointed end is cut off.
There are many possible answers. Some are: A sphere or ellipsoid sliced by two planes A cone sliced by two planes A toroid (doughnut) with a wedge cut out An infinite circular prism sliced by two planes.
There are many possible answers.For example, a sphere or a cone intersected by two planes.
Many solids. Some are: A sphere intersected by two planes, An ellipsoid intersected by two planes, Any blob intersected by two planes, A toroid (doughnut) with a wedge removed, A double-cone intersected by two planes, A cylinder.
There are many possible answers: A cylinder A cone sliced by two planes perperndicular to its axis A toroid (doughnut) sliced by a plane vertical to its axis. A sphere sliced by two planes An ellipsoid sliced by two planes A paraboloid sliced by two planes etc.
If they are all plane faces then there is no such figure. Otherwise it could be a sphere intersected by two planes, an ellipsoid intersected by two planes, a cone intersected by two planes, or one of several other shapes.
A cylinder and a cone have infinitely many planes of symmetry because of the circular face. However, a cylinder can also be cut in half lengthwise (imaging cutting a soda can in half), while a cone cannot (imagine cutting a ice cream cone in half). Therefore, a cylinder has one more plane of symmetry than a cone.
There are infinitely many. For example, any sphere, ellipsoid, cone, toroid, cordoid etc that is intersected by one or more planes.
A binode is a double point of a surface whose tangent cone consists of two different planes.