Well, honey, a cone can't roll in a straight line because of its shape. It's like asking a square to roll smoothly without wobbling. Physics just ain't gonna let that happen, sweetie. So, in short, no, a cone can't roll in a straight line.
It is a straight line equation.
The straight line with no slope is a point
No because a defined straight line has 2 end points.
It is searching [for something] in a straight line.Perhaps you mean linear extrapolation? That is when the extrapolation assumes that the function is a straight line.
A straight line on the Cartesian plane is the graph of a linear equation.
A cone-shaped object will not roll in a straight line because the circumference of the cone changes from one end to the other. For example, if one end of the cone has a circumference of 10 inches, that end will travel 10 inches per revolution, but if the other end of the cone has a 2 inch circumference, it will only travel 2 inches per revolution.
a cylinder
Yes providing that the line is wide enough and that the can is equally balanced.
A cone has 1 face, 0 edges, and one vertex. The face is the circular flat area. The cone can roll, so it has no edges. Edges have to be straight. The vertex is the pointy thing opposite to the face.
On a smooth level surface, and with no forces acting on it after the moment of release, it MUST.
yes it can
The surface generated by a straight line, the generator, passing through a fixed point, the vertex, and moving along a fixed curve, the directrix.A right circular cone.
Yes. A cone will roll following a circular path with the central axis being the point of intersection of the sides of the cone (which is the point of a pointed cone).
A point, a straight line, a circle, an ellipse, a parabola and half a hyperbola.
The various shapes are: point, straight line, circle, ellipse, parabola and hyperbola.
both
No it is not. A polygon is an enclosed plane area whose boundaries comprise straight lines. The net of a cone comprises curved line segments and so cannot be a polygon.