The lift in a department store has a mass of \(1500kg\) and is initially at rest. The lift accelerates downwards at \(1.8m{s^{ - 2}}\) for \(0.5s\). It then travels at a constant speed for \(8.5s\) before coming to rest uniformly in a time of \(0.5s\).
What is the unbalanced force acting on the lift as it travels down at a constant speed?