Answer:
“Form” and “shape” define objects situated in space. The basic difference, though, between “shape” and “form” is that “form” is in 3D while “shape” is plain 2D. The latter is simply defined by lines. “Shape” is thus described by virtue of how many sides it has and to some degree by its angular relations. There is a clear and well-defined border. Conversely, “form” details further (although vague) the area bordered by the lines created.
With this, a 2D shape has the basic dimensions of length and width while a 3D form has a third dimension on top of the length and width – the height. Talking about a form is simply taking any 2D shape into its 3D form like how you take the example above or a triangle thereby making it into a cone. Forms are the 3D equivalents of shapes. There are many other examples like how the shape square is pitted against its cube equivalent, and the list still goes on.
