The magnitude of one form of this quantity equals v squared over the radius for an object traveling around a circle.
The magnitude of one form of this quantity equals v squared over the radius for an object traveling around a circle. This quantity is the integral over time of jerk and is zero for an inertial reference frame. When multiplied by an object's mass it yields an object's force. This quantity can be found by taking the second derivative of an object's position. For 10 points, name this quantity given by an object's change in velocity divided by its time of travel.
The magnitude of one form of this quantity equals v squared over the radius for an object traveling around a circle.
{acceleration} (accept {centripetal acceleration} before "jerk" is read; prompt on “a”)