A slider slides along a straight link with uniform velocity \(\mathrm{v}\) and the link rotates about a point with uniform angular speed \(\omega\). The Coriolis components of acceleration of a point on the slider at a distance \(r\) from the centre of rotation is

(a) \(v^{2} / r\) parallel to link

(b) \(\omega r\) perpendicular to link

(c) \(2 \omega v\) perpendicular to link

(d) \(v\) w parallel to link.