A particle in a certain conservative force field has a potential energy given by `V=(20xy)/z`. The force exerted on it is

The relation between conservative force and potential energy U is given by :–

Conservative Force||Potential Energy Relations

A particle moves in one dimension in a conservation force field. The potential energy is depicted in the graph below. If the particle starts to move from rest from the point A , then

A particle moves in one dimension in a conservation force field. The potential energy is depicted in the graph below. If the particle starts to move from rest from the point A , then

A particle moves in one dimension in a conservation force field. The potential energy is depicted in the graph below. If the particle starts to move from rest from the point A , then

The potential energy ‘V’ of a particle moving along the positive x-direction in a conservative force field varies as shown in the figure. The total energy is E=2. Draw the corresponding kinetic energy K vs x graph.

The potential energy ‘V’ of a particle moving along the positive x-direction in a conservative force field varies as shown in the figure. The total energy is E=2. Draw the corresponding kinetic energy K vs x graph.

Assertion: Frictional force are conservative forces. Reason: Potential energy change can be assorciated with frictional forces.