Question: Solve the following equations for equilibrium price and quantity. Demand Curve: Qdx = 10-2Px Supply Curve: Qsx = 5 + 3Px 2.Solve the following equation
- Solve the following equations for equilibrium price and quantity.
Demand Curve: Qdx = 10-2Px
Supply Curve: Qsx = 5 + 3Px
2.Solve the following equation for Qdx:
Qdx = 1000-2Px+4Py-2Pz+10Yn-3Yi+6T+8#B+4EXPpy
Given:
I. Py = $10
Pz= $2
Yn=$200
Yi=$20
T=50
#B=30
EXPpy=$40
Px=$100
3.Solve the following equation for Qsx:
Qsx = 10+2Px-3C+4#S+5Tech
Given:
C = $100
#S= 500
Tech = 40
Px = $100
4.You will probably notice that $100 is not the equilibrium price because Qdx is not equal to Qdx. The equilibrium price and quantity of x are jointly determined by supply and demand. Given the demand and supply equations in question 2 and question 3, solve for the equilibrium price and the equilibrium quantity.
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