For the system of particles described in the Part B, find the x coordinate of the center of mass. Assume that the particle of mass is at the origin and the positive x axis is directed to the right. Express your answer in terms of L. M 2M 3M|||L L

The coordinate of center of the mass from the

The coordinate of center of the mass from the is .

The coordinate of center of the mass from the is .

Explanation:

from fig attached, Distance between one particle to another particle is are the mass of different particles. Calculate the coordinates of the center of the mass. Particle of mass is at the origin and the positive axis is directed to the right

The expression for xx coordinate of center of the mass from the mass is,

Substitute for , for , for , for , for and for in the above equation.

The coordinate of center of the mass from the is .

The center of mass is the unique point which represents the mean position of the matter in a body or system.

The expression for coordinate of center of the mass from the mass is,

Substitute for , for , for , for , for and for in the above equation.

The coordinate of center of the mass from the is .

The position of the center of mass is at a distance of 0.33L from the mass 2M.

The expression for coordinate of center of the mass from the mass is,

Substitute for , for , for , for , for and for in the above equation.

The coordinate of center of the mass from the is .

When mass of the particle is the center of the origin that distance between

good for her? ? where is the question?

be subject to a force andchange its motion