I have one vertex and one plane face.Who am I?I need answer for this question.
Answers
Answer:
I am cone...
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Answer:
I have one vertex and one plane face. I am a Cone
Concept:
The cone is a surface of revolution, and the directrix is a right circular cone is a circle.
Step-by-step explanation:
The surface that a moving straight line (the generatrix) creates in mathematics by constantly passing through a fixed point (the vertex). A closed plane curve (the directrix) that the line always glides along directs the course, making it clear. The cone is a surface of revolution, and the directrix is a right circular cone is a circle. This cone's axis runs perpendicular to the plane of the circle and passes through the vertex and the circle's center. The angle that the axis makes with the circle in an oblique circular cone is different from 90°. A cone's directrix need not be circular, and if the cone is oriented correctly, planes parallel to the directrix's plane result in intersections with the cone that has the directrix's shape but not its size. If the directrix of such a plane is an ellipse, then the intersection is also an ellipse.
It is assumed that the generatrix of a cone extends infinitely in both directions from the vertex. As a result, the cone that is created has two pieces, known as nappes or sheets, that never terminate. A finite cone has an element, which is a length of the generatrix that is finite but not necessarily fixed, and a base that is finite but not necessarily fixed.
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