It helps to think of dimensions as directions of movement. One-dimensional motion, therefore, is motion in a single direction - in other words, just a straight line.
If only one quadrant of a body out od three quadrant of the position change than motion of the body is called one Dimentional motion. Ex-MOtion of a body in a straight line ,path,vertical motion under gravity etc...
There are fundamental errors in the question. A particle is three dimentional and cannot exist in a one dimentional universe, nor can velocity.
It is a movement that is irregular. This motion is often produce by using a series of cam or a cam.
motion that is always constant [Either acceleration or deceleration that is called uniform motion......... motion that undergoes a change in velocity,either by changing speed or changing direction,,,,,that.s changes are called non uniform motion......
path traced by the body is in the form of straight line
Motion on either the X or Y axis, but not the Z. Meaning it can move up, down, left, and right, but not forward or backwards.
If only one quadrant of a body out od three quadrant of the position change than motion of the body is called one Dimentional motion. Ex-MOtion of a body in a straight line ,path,vertical motion under gravity etc...
it is a flat surface... the opposite of 3-dimentional.
a 3 dimentional one
A paper plate can be one if you flatten it. A sturdy plate is 3-dimentional. A place plate is also 3-dimentional.
A line segment is one dimensional. It only has length.
There are fundamental errors in the question. A particle is three dimentional and cannot exist in a one dimentional universe, nor can velocity.
no. the definition of polygon is two dimentional and a prism is three dimentional
A two dimentional figure has two dementions.
In criminal law: What is episodic & Motion to Sever?
Lines of symmetry
A motion along straight line is called rectilinear motion. In general, it need not be one - dimensional; it can take place in a two dimensional plane or in three dimensional space. But, it is always possible that rectilinear motion be treated as one dimensional motion, by suitably orienting axes of the coordinate system.