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20 Feb 2014
We'll start the chapter off with a fairly short discussion introducing the 3-D coordinate system and the conventions that we'll be using. We will also take a brief look at how the different coordinate systems can change the graph of an equation. Let's first get some basic notation out of the way. The 3-D coordinate system is often
11 Jul 2013
14 Dec 2011
13 Jan 2013 This playlist contains videos on theory of 3 Dimension coordinate geometry. Concepts developed here will be used in further lectures on straight line in 3D,
24 Apr 2013
17 Aug 2011
11 Oct 2013
A plane in 3D coordinate space is determined by a point and a vector that is perpendicular to the plane. Let ( P_{0}=(x_{0}, y_{0}, z_{0} ) ) be the point given, and (overrightarrow{n} ) the orthogonal vector. Also, let ( P=(x,y,z) ) be any point in the 3D space, and ( r) and (r_{0} ) the position vectors of points (P) and
COORDINATE GEOMETRY IN THREE DIMENSIONS. 4.1 Introduction. Various geometrical figures in three-dimensional space can be described relative to a set of mutually orthogonal axes Ox, Oy, Oz, and a point can be represented by a set of rectangular coordinates (x, y, z). The point can also be represented by
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