Solution
From the given figure above;
The demand and supply curves interesect at price level equal to 7.
Therefore, equilibrium price is equal to 7
At the equilibrium,Demand =Supply
Q = 20-2p = 20-2*7=20-14=6
Therefore; Q=S=6 at the equilibrium
using the equilibrium liners to find a Qd and Qs equation. S. 7 2 -7Q 16...
Qd =8 - P. Qs = 2P + 2. What is the equilibrium price and quantity? a. P* = 2, Q* = 6 b. P* = 2, Q* = 4 c. P* = 3, Q* = 6 d. P* = 4, Q* = 8
16 . Demand and Supply curves can be represented by: Qd = 90-2P; and Qs = 3P. Calculate the equilibrium price and quantity: P = $18; and Q = 54 P = $90; and Q = 45 P = $30; and Q = 54 P = $30; and Q = 30
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#2
Find the equilibrium solution for each of the following
models.
A) Qd=Qs
Qd=3-P^2
Qs=6P-4
B) Qd=Qs
Qd=8-P^2
Qs=P^2-2
Plzzzzzzzzz answer all questions
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5. if (b+ d) 0 in the linear market model, what can you conclude regarding the posi- tions of the demand and supply curves in Fig. 3.1 What can you conclude, then, regarding the equilibrium solution? FIGURE 3. (chard) (supply) p*
using the liners to write down the equation.
16 zód D=Q=20-21 s= ? 10- £Q P=2+ - Q Q = -412P p*= 6 Q*=8
Find the equilibrium price and quantity with QD = 90 -15P and QS =-35 + 10P. Increase the demand function in problem 1 by 20 and calculate the new equilibrium price and quantity. Note that the new demand curve should show that the QD is 20 units greater at every price, not just the just the problem equilibrium quantity. Add 20 to the demand equation.
Suppose the demand equation can be represent as QD = 100 -2P and the Supply equation can be represented as QS = -10 + P. a. Find the equilibrium price and quantity. b. At a price ceiling of $20, what is the QD and QS. What is the deadweight loss, consumer surplus and producer surplus amount?
1. Find the equilibrium price and quantity with QD = 90 -15P and QS =-10 + 10P 2. Increase the demand function in problem 1 by 50 and calculate the new equilibrium price and quantity. (10 points) Note that the new demand curve should show that the QD is 18 units greater at every price, not just the just the problem equilibrium quantity. Add 18 to the demand equation.
Given the following market equations: Supply: Qs 0+2p Demand: Qd 86 2p Solve for the equilibrium price s(round your caiculation to the nearest penny)
The market demand and supply is described by the following equations QD = 250 - 2P QS 3P 1) Find the market equilibrium. 2) What is the CS, PS, and W in this market? 3) Assume that the government introduces a equilibrium? price ceiling of p = 15. What is the new 4) Find the change in CS, PS, and W. Is there Dead Weight Loss? if so, of how much? 5) What does this tell you about the welfare...
QUESTION 12 Assume that Qd-80-2P and Qs-2P-20 and the market is in equilibrium. If the governmenti producer surplus? mposes a price B. S75 o C $100 e D. s200 o E. There is no loss because the price ceilling is not effective