question archive Consider a model of Microeconomic nature for the simple one commodity market model of two equations: Q=a-bP (a, b > 0) [demand] Q=-c+dP (c, d > 0) [supply]   What is the Equilibrium Price and Quantity? In equilibrium D = S a-bP=-c+dP=a+c=b+dP P*=a+cb+d   Substitute P* into either supply or demand equation to get the equilibrium quantity Q*;

Consider a model of Microeconomic nature for the simple one commodity market model of two equations: Q=a-bP (a, b > 0) [demand] Q=-c+dP (c, d > 0) [supply]   What is the Equilibrium Price and Quantity? In equilibrium D = S a-bP=-c+dP=a+c=b+dP P*=a+cb+d   Substitute P* into either supply or demand equation to get the equilibrium quantity Q*;

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Consider a model of Microeconomic nature for the simple one commodity market model of two equations:

Q=a-bP (a, b > 0) [demand]

Q=-c+dP (c, d > 0) [supply]

 

What is the Equilibrium Price and Quantity?

In equilibrium D = S

a-bP=-c+dP=a+c=b+dP

P*=a+cb+d

 

Substitute P* into either supply or demand equation to get the equilibrium quantity Q*;

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