It's a 'line'.
thought
It is the parallel lines in Geometry!
No that would be a line
If the bar is a three dimensional object it will have some thickness. Then, assuming it is oblong in shape and knowing its length, width and thickness: Surface_area = 2 x (length x width + width x thickness + thickness x length)
The geometric term you are describing is a "line." A line is defined as an infinite set of points that extends indefinitely in both directions, possessing length but no width or thickness. It is one of the fundamental concepts in geometry and is often represented visually as a straight path connecting two points.
A point has no length, width, or thickness. A line has infinite length but no width or thickness. A plane has infinite length and width but no thickness.
A line has infinite length, no width, no thickness, and no endpoints.
This would be a line, which has no width, no thickness and no endpoints, but has infinite length.
thought
It is the parallel lines in Geometry!
No that would be a line
A plane
A line fits this description.
Time has no length, width or thickness.
A point.
If the bar is a three dimensional object it will have some thickness. Then, assuming it is oblong in shape and knowing its length, width and thickness: Surface_area = 2 x (length x width + width x thickness + thickness x length)
The capacity of any book is infinite. If it can get a mind thinking, there is no limit to where that mind can go.If you are referring to the more mundane definition - of volume, then the answer is length x width x thickness in appropriate cubic units.The capacity of any book is infinite. If it can get a mind thinking, there is no limit to where that mind can go.If you are referring to the more mundane definition - of volume, then the answer is length x width x thickness in appropriate cubic units.The capacity of any book is infinite. If it can get a mind thinking, there is no limit to where that mind can go.If you are referring to the more mundane definition - of volume, then the answer is length x width x thickness in appropriate cubic units.The capacity of any book is infinite. If it can get a mind thinking, there is no limit to where that mind can go.If you are referring to the more mundane definition - of volume, then the answer is length x width x thickness in appropriate cubic units.