Velocity of particle parallel to `y`- axis is

What is the angular velocity of a particle lying on the axis of rotation ?

What is the angular velocity of a particle lying on the axis of rotation ?

A particle of mass m is released in vertical plane from a point P at x=x_(0) on the x -axis. It falls vertically parallel to the y -axis. Find the torque tau acting on the particle at a time about origin.

If the particle of mass m is moving with constant velocity v parallel to x-axis in x-y plane as shown in (figure), Find its angular momentum with respect of origin at any time t .

The differential equation of all parabolas whose axis are parallel to the y-axis is

The differential equation of all parabolas whose axis are parallel to the y-axis is

The differential equation of all parabolas whose axis are parallel to the y-axis is

The differential equation of all parabolas whose axis are parallel to the y-axis is

The line (x-x_1)/0=(y-y_1)/1=(z-z_1)/2 is (A) parallel to x-axis (B) perpendicular to x-axis (C) perpendiculat to YOZ plane (D) parallel to y-axis

Find the equation of the line parallel to the y-axis and 3 units to the right of it.