A particle starts moving towards positive $x-$ axis with initial velocity $4m/s$. Acceleration of the particle is $2m/s^2$ towards negative $x-$ axis. Find the distance (in $m$) travelled by the particle in $4s$.

Q. A particle is moving with a velocity $35m/s$ along positive $x$-axis, it's acceleration is towards negative x-axis with the magnitude $4m/s^2$ then find the distance covered by the particle in the $9th$ second.

Q. A particle is moving with a velocity $35m/s$ along positive x-axis.It's acceleration is towards negative X-axis with the magnitude $4m/s^2$ then the distance covered by the particle in the $9th$ second:-

Q. At time t = 0, a particle is at (2m, 4m). It starts moving towards positive x-axis with constant acceleration 2 m/$s^2$ (initial velocity = 0). After 2 s, an additional acceleration of 4 m/$s^2$ starts acting on the particle in negative y-direction also. Find after next 2 s
(a) velocity and (b) coordinate of particle.

Q. Initially, the velocity of a particle is 11 m/s towards positive x-axis and a constant acceleration towards negative x-axis of magnitude is acting on the particle. The distance traveled by the particle during 6th second is

Q. At time $t=0\text{s}$, a particle starts from rest at position $(4\text{m},8\text{m})$. It starts moving towards the positive $x$-axis with a constant acceleration of $2{\text{m/s}}^2$. After $2\text{s}$, it undergoes an additional acceleration of $4{\text{m/s}}^2$ in the positive $y$-direction. Find the coordinates of the particle (in $\text{m}$) after the next $5\text{s}$.