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Consider the following model of the labour market:Labour supply:  =  ×  + Labour demand:  =  − The endogenous variables area)  and b)  and the equilibrium wage, c)  and the equilibrium wage, d) the equilibrium quantity of labor, , and wage, e)  and the equilibrium quantity of labor, 

Question

Consider the following model of the labour market:Labour supply:  =  ×  + Labour demand:  =  − The endogenous variables area)  and b)  and the equilibrium wage, c)  and the equilibrium wage, d) the equilibrium quantity of labor, , and wage, e)  and the equilibrium quantity of labor, 

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Solution

The endogenous variables in this model are the equilibrium wage () and the equilibrium quantity of labor (). These are the variables that are determined within the model itself.

Here's why:

a)  and  are parameters, not variables, so they are not endogenous to the model.

b) While  is a parameter and  is an endogenous variable, the combination does not represent all endogenous variables in the model.

c) Similar to (b),  is a parameter and  is an endogenous variable, but this does not represent all endogenous variables in the model.

d) The equilibrium quantity of labor () and wage () are indeed the endogenous variables in this model. They are determined by the interaction of labor supply and labor demand within the model.

e)  is a parameter, not a variable, and  is an endogenous variable. However, this combination does not represent all endogenous variables in the model.

So, the correct answer is (d) the equilibrium quantity of labor, , and wage, .

This problem has been solved

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