(d) The force is constant, $i.e$., the acceleration is constant. The distance is decreasing with time. Therefore it is retardation. 1$^{st}$ second $u.1 - (1/2)a.1 = 5m$ …(i)
3$^{rd}$ second $u.3 - (1/2)a.9 - \left( u.2 - (1/2)a.4 \right) = 3m$
$\therefore u.1 - (1/2)a.5 = 3m$ …(ii)
(i) – (ii) gives $(1/2)a.4 = - 2\ \Rightarrow a = - 1m/s^{2}$
$\therefore$ Constant force $= ma = 4 \times 1 = 4\ N$
[This is retarding force as $a$ is negative]