$n' = n\left( {\frac{v}{{v + {v_s}}}} \right)$ ==> $\frac{n}{2} = n\,\left( {\frac{v}{{v + {v_S}}}} \right)$ ==>${v_S} = v$
$(A)$ $u=0.8 v$ and $f_5=f_0$
$(B)$ $u=0.8 v$ and $f_5=2 f_0$
$(C)$ $u=0.8 v$ and $f_5=0.5 f_0$
$(D)$ $u=0.5 v$ and $f_5=1.5 f_0$