It is a plane figure.
zero. two dimensional figures do not occupk any space
No. A square is a two-dimensional (flat) figure. A prism is three-dimensional.
A square is a two-dimensional figure.
TWO SHAPES THAT ARE THE SAME SIZE AND SAME SHAPE ARE CONGRUENT. THEY CAN BE TURNED OR ROTATED ANY DIRECTION. POLYGONS AND ANY OTHER SHAPES CAN BE CONGRUENT. LOOK AROUND YOU, YOU'LL FIND MANY CONGRUENT FIGURES. PLANE FIGURES HAVE TO BE ON PAPER OR A FLAT AREA LIKE A PICTURE. THEY ARE TWO DIMENSIONAL. :)
A net is a two-dimensional pattern that you can fold to form a three-dimensional figure.
a two dimensional figure is flat. it only has length and width. three dimensional figures have length, width and height. A square is a 2 dimensional figure, but a cube is a 3 dimensional figure.
A two-dimensional (2D) figure is a plane figure which is flat and shows one face (could have several sides) and no depth.
A two dimensional figure does not have volume or depth such as flat surfaced polygons.
Flat
Flat
zero. two dimensional figures do not occupk any space
A flat surface with two dimensional shape.
No. A square is a two-dimensional (flat) figure. A prism is three-dimensional.
Plane figures are those that have a length and width but no height. they are two dimensional or flat.
It is a three dimensional figure of some sort.
Yes, a two-dimensional figure is typically defined as a shape that is enclosed by lines, which can include straight lines, curves, or a combination of both. Examples of two-dimensional figures include squares, circles, triangles, and rectangles. These shapes occupy a flat plane and have both length and width but no depth.
Depending on which dimension you were speaking in perspective from... from a 3rd dimensional perspective, all two dimensional figures are "flat". (Meaning they have no depth or value along the 'Z' axis.) From a 2 dimensional perspective, your version of flat might be the 1st dimension. (Meaning they have no width, or value along the 'Y' axis) If you want to go down to flat from the 1st dimension... you'll end with the single point in the origin. No length, width, or depth there! I hope that's what you were asking! :3