Consider an economy described by the following equations: Y = C + I + G + NX, Y = 5,000, G = 1,000, T = 1,000, C = 250 + 0.75(Y – T), I = 1,000 – 50r, NX = 500 – 500ε, r = r* = 5.
In this economy, solve for private saving, public saving, national saving, investment, the trade balance, and the equilibrium exchange rate.
Private Saving = Cna/muxNCTk=
Public Saving = 1Wh3cvJ2xF4=
National Saving = Cna/muxNCTk=
Investment = Cna/muxNCTk=
Net Exports (Trade Balance) = 1Wh3cvJ2xF4=
Exchange Rate = 0VV1JcqyBrI=
Consider an economy described by the following equations: Y = C + I + G + NX, Y = 5,000, G = 1,000, T = 1,000, C = 250 + 0.75(Y – T), I = 1,000 – 50r, NX = 500 – 500ε, r = r* = 5.
Suppose now that G rises to 1,250. Solve for private saving, public saving, national saving, investment, the trade balance, and the equilibrium exchange rate.
Private Saving = Cna/muxNCTk=
Public Saving = 0O3WEi+rRa4=
National Saving = poG0pQg2yAs=
Investment = Cna/muxNCTk=
Net Exports (Trade Balance) = 0O3WEi+rRa4=
Exchange Rate = W586m59nWqI=
Consider an economy described by the following equations: Y = C + I + G + NX, Y = 5,000, G = 1,000, T = 1,000, C = 250 + 0.75(Y – T), I = 1,000 – 50r, NX = 500 – 500ε, r = r* = 5.
Now suppose that the world interest rate rises from 5 to 10 percent. (G is again 1,000.) Solve for private saving, public saving, national saving, investment, the trade balance, and the equilibrium exchange rate.
Private Saving = Cna/muxNCTk=
Public Saving = 1Wh3cvJ2xF4=
National Saving = Cna/muxNCTk=
Investment = poG0pQg2yAs=
Net Exports (Trade Balance) = xT0dQ64T6ZI=
Exchange Rate = jtIlOdIDwu3aZRJz