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Q: A plane has a dimension of?
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Related questions

What dimension is a plane figure?

its the 2nd dimension


Point is to line as line is to?

Plane. A point has no dimension, a line has one dimension, and a plane has two dimensions.


The of a plane is 2?

dimension


What are the different of spatial figure to plane figure?

the plane figure has 2 dimension and spatial figure has 3 dimension


What has no size and dimension and is a merely position?

a plane


The blank of a plane is 2 what is blank?

dimension


What is the definition for datum dimension?

A dimension that exactly locates a reference point, reference line, or reference plane


What is true about x and the y intercept?

An XY intercept is the point that lays in a two dimensional plane where a line representing an X dimension in that plane and a transverse line at a right angle representing a Y dimension in the same plane intersect.


Does a plane angle have a dimension?

Yes, usually expressed in degrees.


Why is the second dimension flat?

Simple...the second dimension has 2 dimensions. Think of a coordinate plane... it has 2 dimensions... height and width. This plane is the only area that they can be on. If they were not on the plane they would be in a different dimension. So to answer your question... if it wasn't flat... it wouldn't be 2 dimensions. Better yet, the reason why the second dimension is flat is simply because only two vectors exist within a two dimensional figure. (up/down, side- side)


What is the first dimension?

In its simplest form: a line describes one dimension, a plane describes two dimensions, and a cube describes three dimensions.


How many dimensions make up a line?

A line has one dimension- length. This is evident if we compare a line to a point and a plane figure. A point has no dimension; it merely marks a location. A plane figure, such as a square, circle, or triangle, has two dimensions. They have both length and height. A line is between a point and a plane figure. It has length, but it does not have width. ------------------------ 1 dimension. Here is a comparison of dimensions: 0 (dimension): Point 1: Lines 2: Plane 3: Solid, space 4+: Hypersurfaces, hypercubes, Klein bottles