right side view draw in left side and left side view draw in right side is called third angle projection
Delphi method
they are fools
Projection
Using a projection.
3D projection is any method of mapping three-dimensional points to a two-dimensional plane. It is used for certain types of engineering drawings.
The angle of projection in projectile motion is determined by using the formula: arctan(vy / vx), where is the angle of projection, vy is the vertical component of the initial velocity, and vx is the horizontal component of the initial velocity.
A Projection is defined as a process which transforms points in a coordinate system of dimension n into points in a coordinate system of dimension less than n.The mapping of 3D objects onto the 2D screen is done by straight projection rays (called projectors) emanating from a center of projection, passing through each point of the object, and intersecting a projection plane to form the projection.Projections can be divided into two basic classes:Perspective or Vanishing Point Method (VPM)Parallel Projection
A Projection is defined as a process which transforms points in a coordinate system of dimension n into points in a coordinate system of dimension less than n.The mapping of 3D objects onto the 2D screen is done by straight projection rays (called projectors) emanating from a center of projection, passing through each point of the object, and intersecting a projection plane to form the projection.Projections can be divided into two basic classes:Perspective or Vanishing Point Method (VPM)Parallel Projection
Thomas Fox has written: 'Nonlinear optimization with linear constraints using a projection method' -- subject(s): System analysis, Mathematical models, Projection
the character of the building's structure was punctuated by the unusually placed projection on the north-facing side. :)
mahit nahi
The Earth is a sphere. Maps are almost always flat. The method you decide to use in order to represent the highlights of a curved surface on a flat drawing is called the 'projection'.