In a rotating reference frame, the Coriolis version of this quantity is negative two times the cross product of the angular velocity vector of the reference frame and the radial velocity.
In a rotating reference frame, the Coriolis version of this quantity is negative two times the cross product of the angular velocity vector of the reference frame and the radial velocity. Torricelli's equation includes a term of 2 times the net distance times this quantity. Its (*) centripetal form is equal to the tangential velocity squared divided by the radius. It occurs to a mass when a force acts upon that mass. For 10 points, name this rate of change of velocity.
In a rotating reference frame, the Coriolis version of this quantity is negative two times the cross product of the angular velocity vector of the reference frame and the radial velocity.
{acceleration}