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.
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No, a cone cannot roll in a straight line. When a cone rolls, it rotates around its base, causing it to move in a circular path rather than a straight line. The shape of a cone is not conducive to rolling in a straight line due to its curved surface and pointed apex.
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.