Search over 40,000 articles from the original, classic Encyclopedia Britannica, 11th Edition.
|
See also:DIMENSION (from See also:Lat. dimensio, a measuring) , in See also:geometry, a magnitude measured in a specified direction, i.e. length, breadth and thickness; thus a See also:line has only length and is said to be of one See also:dimension, a See also:surface has length and breadth, and has two dimensions, a solid has length, breadth and thickness, and has three dimensions . This concept is extended to See also:algebra: since a line, surface and solid are represented by linear, quadratic and cubic equations, and are of one, two and three dimensions; a See also:biquadratic See also:equation has its highest terms of four dimensions, and, in See also:general, an equation in any number of variables which has the greatest sum of the indices of any See also:term equal to n is said to have n dimensions . The " See also:fourth dimension " is a type of non-Euclidean geometry, in which it is conceived that a " solid " has one dimension more than the solids of experience . For the dimensions of See also:units see UNITS, DIMENSIONS OF . |
|
|
[back] DIME (from the Lat. decima, a tenth, through the O.... |
[next] DIMITY |
There are no comments yet for this article.
Do not copy, download, transfer, or otherwise replicate the site content in whole or in part.
Links to articles and home page are encouraged.