Particle moving in an XY direction

In summary, a particle moving in an XY direction is a point moving along a two-dimensional plane with the X and Y axes representing the horizontal and vertical directions. Its motion is described using kinematics principles and can be affected by factors such as initial velocity, external forces, and obstacles. The equation for calculating its position is x = x<sub>0</sub> + v<sub>0x</sub>t + 1/2at<sup>2</sup>, and its motion differs from straight line motion as it involves movement in two dimensions.
  • #1
Saba Gaad
1
0
The Position of a particle moving in an XY direction is given by r={(2)t^3-(5)t }i + { (6)-(7t^4) }j. Calculate
(a) r
(b) v
(c) a
when t=2 sec.
 
Physics news on Phys.org
  • #2
Saba Gaad said:
The Position of a particle moving in an XY direction is given by r={(2)t^3-(5)t }i + { (6)-(7t^4) }j. Calculate
(a) r
(b) v
(c) a
when t=2 sec.
Welcome to Physics Forums.

What have you tried so far? We'll be able to help you a lot easier if you tell us what you're thinking.
 

FAQ: Particle moving in an XY direction

What is a particle moving in an XY direction?

A particle moving in an XY direction refers to a theoretical point that is moving along a two-dimensional plane, with the X and Y axes representing the horizontal and vertical directions, respectively.

How is the motion of a particle in an XY direction described?

The motion of a particle in an XY direction is described using the principles of kinematics, which involves measuring the position, velocity, and acceleration of the particle over time.

What factors affect the motion of a particle in an XY direction?

The motion of a particle in an XY direction can be affected by various factors, such as the initial velocity, external forces acting on the particle, and any constraints or obstacles in the path of the particle.

What is the equation for calculating the position of a particle in an XY direction?

The equation for calculating the position of a particle in an XY direction is x = x0 + v0xt + 1/2at2, where x0 is the initial position, v0x is the initial velocity in the X direction, a is the acceleration, and t is the time elapsed.

How does the motion of a particle in an XY direction differ from motion in a straight line?

The motion of a particle in an XY direction differs from motion in a straight line because it involves movement in two dimensions, rather than just one. This means that the particle can move in any direction within the XY plane, not just along a single line.

Back
Top