If a particle starts moving with initial velocity `u=1ms^-1` and acceleration `a=2ms^-2`, the veloctiy of the particle at any time is given by `v=u+at=1+2t`. Plot the velocity-time graph of the particle.

A particle starts moving with initial velocity u=25ms^-1 and retardation a=-2ms^-2 . Draw the velocity-time graph.

A particle starts moving with initial velocity u=25ms^-1 and retardation a=-2ms^-2 . Draw the velocity-time graph.

For a particle moving along straight line with constant acceleration (a), we define velocity of the particle with time as v=u+at , (u = initial velocity) Draw the velocity-time graph of the particle in following situations. (i) Velocity is decresing with time (i.e., acceleration in negative) (ii) Initial velocity is negative but acceleration is positive

For a particle moving along straight line with constant acceleration (a), we define velocity of the particle with time as v=u+at , (u = initial velocity) Draw the velocity-time graph of the particle in following situations. (i) Velocity is decresing with time (i.e., acceleration in negative) (ii) Initial velocity is negative but acceleration is positive

A particle is moving along x-direction with a constant acceleration a. The particle starts from x=x_0 position with initial velocity u. We can define the position of the particle with time by the relation x=x_0+ut+(1)/(2)at^2 plot the position of the particle in relation with time is following situations (i) If initial position of the particle is on negativ x-axis, initial velocity is positive and acceleration is negative. (ii) If initial position is positive, initial velocity is negative and acceleration is positive.

A particle is moving along x-direction with a constant acceleration a. The particle starts from x=x_0 position with initial velocity u. We can define the position of the particle with time by the relation x=x_0+ut+(1)/(2)at^2 plot the position of the particle in relation with time is following situations (i) If initial position of the particle is on negativ x-axis, initial velocity is positive and acceleration is negative. (ii) If initial position is positive, initial velocity is negative and acceleration is positive.

A particle is moving with an intial velocity of 5ms^(-1) . What will be the velocity of the particle at t=3s, if the acceleration of the particle is given by a=16t^(3)-12t^(2)+6t-25

A particle starts moving in +ve x direction with initial velocity of 10 ms^(-1) with a uniform acceleration of magnitude 2 ms^(-2) but directed in -ve x direction. What is the distance traversed by the particle in 12 seconds:

A particle with initial velocity u is moving with uniform acceleration (a). The distance moved by the particle in the t^(th) second is given by S=u+(1)/(2)a(2t-1) The dimensions of S must be

Particle A is moving along X-axis. At time t = 0, it has velocity of 10 ms^(-1) and acceleration -4ms^(-2) . Particle B has velocity of 20 ms^(-1) and acceleration -2 ms^(-2) . Initially both the particles are at origion. At time t = 2 distance between the particles are at origin. At time t = 2 s distance between the particles is