Consider the following model of the economy Production function: Y = AKN N 2 /2 Marginal
Question:
Consider the following model of the economy
Production function: Y = A·K·N – N2/2
Marginal product of labor: MPN = A·K – N.
where the initial values of A = 6 and K = 10.
The initial labor supply curve is given as: NS = 30 + 4w
Initial conditions in the goods market
Cd = 120 + .50(Y-T) – 500r
Id = 800 – 500r
G = 100
T = 100
Md/P = 218 + 0.5Y- 1000(r + πe)
Nominal Money supply M = 3000
Expected inflation is equal to 3% (πe = 0.03)
a) Now suppose that there is a shock to real money demand so that the new real money demand function is:
Md/P = 248 + 0.5Y- 1000(r + πe)
Name and support two reasons why the nominal money stock might change like this - please do your best to relate your answer to real world events.
b) What is the new, short run (fixed price level) expression for the LM curve?