For a link in pure rotation about a fixed point, which of the following statement is NOT true about the linear velocity of a point belonging to this link? For a link in pure rotation about a fixed point, which of the following statement is NOT true about the linear velocity of a point belonging to this link? The linear velocity is perpendicular to the segment that connects the point to the pivot. The linear velocity is tangent the circle centered at the pivot and passing through that point. The linear velocity is proportional to the angular velocity of the link. The linear velocity decreases as the distance of the point to the pivot increases. The linear velocity is the same as the tangential velocity