Consider a model for Economic Policy for Long-Term growth given by the following Max 6 2 Kt - Ct 2 s.t Kt = Ct K (2)=4 K (6)= Free to take any value Where K(t) is Capital Stock Accumulation and C(t) is Consumption over time. Set up the Hamiltonian Problem and determine using the Mangassarian Principle of Concavity, the optimal capital stock and consumption required to fulfil the long-term growth policies.