An object is moving in `x-y` plane its velocity and acceleration at `t=0` are represented in figure.

After how much time object crosses the `y-`axis:-

An object is moving in x-y plane its velocity and acceleration at t=0 are represented in figure. The ratio of magnitude of velocity to magnitude of component of acceleration along velocity at t=0 :-

An object is moving in x-y plane its velocity and acceleration at t=0 are represented in figure. The ratio of magnitude of velocity to magnitude of component of acceleration along velocity at t=0 :-

An object is moving in x-y plane its velocity and acceleration at t=0 are represented in figure. The ratio of magnitude of velocity to magnitude of component of acceleration along velocity at t=0 :-

When an object is moving with a uniform velocity, what is its acceleration?

An object is moving in a straight line with uniform acceleration a, the velocity-time relation is

A particle is moving in x–y plane. The x and y components of its acceleration change with time according to the graphs given in figure. At time t = 0 , its velocity is v_(0) directed along positive y direction. if a_(0) = (v_(0))/(t_(0)) , find the angle that the velocity of the particle makes with x axis at time t = 4t_(0) .

A particle starts from the origin of coordinates at time t = 0 and moves in the xy plane with a constant acceleration alpha in the y-direction. Its equation of motion is y = beta x^(2) . Its velocity component in the x-directon is

A particle starts from the origin of coordinates at time t = 0 and moves in the xy plane with a constant acceleration alpha in the y-direction. Its equation of motion is y = beta x^(2) . Its velocity component in the x-directon is

An object is moving in the x-y plane with the position as a function of time given by vecr = x(t)hati + y(t)hatj . Point O is at x = 0 , y = 0 . The object is definitely moving towards O when