In figure, the variation of potential energy of a particle of mass $m = 2 k g$ is represented w.r.t its x-coordinate. The particle moves under the effect of the conservative force along the x-axis. Which of the following statements is incorrect about the particle?

If it is released at the origin, it will move in negative x-axis.

If it is released at

x = 2 + Δ

, where

Δ \to 0

, then its maximum speed will be

5 m s^{- 1}

and it will perform oscillatory motion.

If initially

x = - 10

and

u = 6 \hat{i}

, then it will cross

x = 10 .

x = - 5

and

x = + 5

are unstable equilibrium positions of the particle.

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In figure, the variation of potential energy of a particle of mass

m = 2 k g

is represented w.r.t its x-coordinate. The particle moves under the effect of the conservative force along the x-axis. Which of the following statements is incorrect about the particle?

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Question Text

In figure, the variation of potential energy of a particle of mass

m = 2 k g

is represented w.r.t its x-coordinate. The particle moves under the effect of the conservative force along the x-axis. Which of the following statements is incorrect about the particle?

In figure, the variation of potential energy of a particle of mass m=2kg is represented w.r.t its x-coordinate. The particle moves under the effect of the conservative force along the x-axis. Which of the following statements is incorrect about the particle?

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In figure, the variation of potential energy of a particle of mass $m = 2 k g$ is represented w.r.t its x-coordinate. The particle moves under the effect of the conservative force along the x-axis. Which of the following statements is incorrect about the particle?