A particle $A$ of mass $\frac{10}{7}\text{kg}$ is moving in the positive $x-$ direction. Its initial position is $x=0$ and initial velocity is $1\text{m/s}$. The velocity at $x=10\text{m}$ in $\text{m/s}$ (use the graph given). Answer the nearest integer.

Q. A particle A of mass $\frac{10}{7}kg$ is moving in the positive direction of $x-$axis. At initial position $x=0$, its velocity is $1m{s}^{-1}$, then its velocity at $x=10$ is in $m/s$ (use the graph given).

Q. A particle $A$ of mass $\frac{10}{7}kg$ is moving in the positive $x$ - Direction. Its initial position is $x=0$ and initial velocity is $1m/s$. The velocity (in $m/s$) at $x=10m/s$ is (use the graph given)

Q. A particle of mass $\frac{10}{7}\text{kg}$ is moving along the positive $x$ direction. Its initial position is $x=0$ and initial velocity is $1\text{m/s}$. The graph representing the power delivered the by force vs distance travelled for the straight line motion of the particle is given below.


The velocity of particle at $x=10\text{m}$ is:

Q. A particle of mass $\frac{10}{7}$ kg is moving in the positive direction of x. Its initial position is x = 0 and initial velocity is 1 m/s. Find the velocity in m/s at x = 10 m, if power at x=0 is 2 watts

Q. The acceleration of the particle moving in positive $x-$direction with an initial velocity of $10\text{m/s}$ is $3{\text{m/s}}^2$. Its velocity at $t=4sec$ is