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What has infinite length but no width no thickness and no endpoints?
Wiki User
∙ 14y ago
It is the parallel lines in Geometry!
Wiki User
∙ 14y ago
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Does plane have infinite length but no width no thickness and no endpoints?
No that would be a line
What has a infinite length but no width no thickness and no end point?
thought
Has infinite length but has no width and thickness and it is straight?
It's a 'line'.
How to calculate surface area of flat bar?
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)
What has length and width but no thickness?
A plane figure
Which of these has infinite length but no width no thickness and no endpoints?
A line has infinite length, no width, no thickness, and no endpoints.
What has infinite length but width no thickness and no endpoints?
This would be a line, which has no width, no thickness and no endpoints, but has infinite length.
Does plane have infinite length but no width no thickness and no endpoints?
No that would be a line
A Has infinite length and length but no thickness?
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.
What has a infinite length but no width no thickness and no end point?
thought
Has infinite length but has no width and thickness and it is straight?
It's a 'line'.
What is a flat surface that has infinite length and width but no thickness or height?
A plane
What has infinite length but has no width and thickness?
A line fits this description.
What can be measured but has no length width or thickness in math?
Time has no length, width or thickness.
What does not have no length width or thickness?
A point.
How to calculate surface area of flat bar?
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)
What is the capacity of a math book?
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.
