19 of 38 In the market for designer shoes, the demand function (D) is Q=210-1.00P, where P is the price paid by consumers in dollars per pair of designer shoes and Q is the quantity demanded in thousands. Suppose the supply curve (S) for designer shoes is estimated to be: Q=1.00P Given this information, the equilibrium price and quantity (respectively) for designer shoes would be given by: O A. P=$115; Q=125,000 O B. P=$135; Q=165,000 O C. P=$105; Q=105,000 O D. P=$125; Q=145,000 Unsure
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- Assume, the market price of milk is R.O 1.5 per liter. At this price, the buyers and sellers are able to buy and sell whatever they want. There is no shortage or surplus of milk in the market. From this context, analyze the statements given below and choose the correct statement. a. All of the options b. The price R.O 1.5 is the market clearing price of milk c. At the price R.O 1.5, the demand and supply of milk will be equal d. The price R.O 1.5 is the equilibrium price of milkonly typed answer Q1 Assume that the demand curve D(p) given below is the market demand for widgets: Q=D(p)=1291−14pQ=D(p)=1291-14p, p > 0 Let the market supply of widgets be given by: Q=S(p)=−5+10pQ=S(p)=-5+10p, p > 0 where p is the price and Q is the quantity. The functions D(p) and S(p) give the number of widgets demanded and supplied at a given price. What is the equilibrium price? Please round your answer to the nearest hundredth. What is the equilibrium quantity? Please round your answer to the nearest integer. What is the total revenue at equilibrium? Please round your answer to the nearest integer.2. Suppose that annual demand in the U.S. market for ice cream cones can be expressed as QD = 800 + .2I - 100P, where QD is the number of cones demanded in millions of cones, I equals average monthly income in dollars, and P is price in dollars per cone. Supply can be expressed as QS = 200 + 150P (with the same units for quantity and price). A. Graph the demand and supply curves for ice cream cones, assuming that average monthly income is $2,000, and solve for the equilibrium price and quantity. B. Now assume that the average monthly income drops to $750 and supply is unchanged. Draw the new demand curve on the same graph as used in (a) above and solve for the new equilibrium price and quantity. How would you describe the shift in demand intuitively?
- Green et al. (2005) estmate the supply and demand curves for Californa processod tomatoes. The supply function is: \[ \ln \left(Q_{s}\right)=0.200+0.550 \ln (p) \] whereQis the quantify of processing tomatoes in milions of tons per year andpis the price in dollars per ton. The demand function is: \[ \ln \left(Q_{d}\right)=2600-0.200 \ln (p)+0.150 \ln \left(p_{1}\right) . \] wherep1is the price of tornato paste (which is what processing tomatoes are used to produce) in dollars per ton. Supposept=$119Determine how the equilerium price and quantity of processing tomatees change if the price of tomato pasise tails by16%. If the price of tomato paste fals by18%, then the equaborium price will by 5 (Enter a numene response using a real number rounded to two decimal places)Figure 1.1 shows a chart with the demand and supply curves for new Oxygen Ventilators that have now entered the Caribbean market. The demand and supply curves Demand(1) and Supply(1) respectively shown in Figure 1.1 are given by the following formulae: (Note that the price is in thousands of dollars and quantity in thousands of units) For the Demand curve Demand(1), P = -0.8Q + 6 For the Supply curve Supply(1), P = 0.4Q + 2 Using the equations given, calculate the equilibrium point for the demand for and supply of the new Oxygen Ventilators. Show all calculations.Can someone please clarify the solution below: Given information, Demand: P = 107.5-0.25Qd Supply: Qs = 3.45P + 295.55 First, let us change the demand curve in terms of P, such that: (especially at this part) Qd=(107.5-P)/0.25 Qd=430-4P Using the given and computed information, market equilibrium price would be: Qd=Qs 430-4P=3.45P+295.55 430-295.55=3.45P+4P 134.45=7.45P 134.45/7.45=P 18.04=P 18=P At the market equilibrium price of 18, equilibrium market quantity would be: Qd=430-4(P) Q=430-4(18) Q=430-72 Q=358 units
- A consumer’s preferences over two goods x and y are given bythe utility function U(x, y) = x^αy^β with α, β > 0. The prices of the goods are px = 2 and py = 4.The consumer has an income of I > 0.• For what values of α and β are these utility functions strictly monotone?• For what values of α and β will the consumer demand (i.e., Walrasian demand) be more x than y?• For what values of α and β are these goods gross substitutes? For what values of α and β are these goods gross complements? Provide a justification for your answer.Suppose that the annual demand and supply curves for some good in a competitive market are QD = 26 – 2P and QS = −2 + 2P a: Solve for the equilibrium quantity and price.b: Neatly graph this market, showing the horizontal and vertical intercepts of the demand curve,the vertical intercept of the supply curve, and the equilibrium. Make sure to put quantity on the horizontalaxis.Do answer all questions. Thanks a) Consider two substitute goods, diesel and compressed natural gas. You are given the demand and supply function of diesel as follows Q = 4.2PC -4PD and Q = 15 + 5PD + 0.30000000000000004PC ; where PD and PC are the prices of diesel(D) and compressed natural gas(C), respectively. If the price of CNG is $6, what is the market price of diesel? b) Now, suppose government decides to regulate the price of diesel and they fix the price at $7.0, ceteris paribus, will there be a surplus or shortage? Calculate the amount of surplus/shortage. (c) Suppose that the market for diesel is not regulated anymore. If the price of CNG has increased from $6 to $11, what will be the new market price of diesel?
- I would like to know just part d,e, and f. Thank you Suppose that the supply of tomato soup in a city is represented byQS = 100P – 10PT − 50where P is the price of tomato soup and PT is price of tomato needed to produce tomato soup. All prices are indollars and quantity is in liters.Assume that the current tomato price is $15.Suppose that the demand for the tomato soup is QD = 1000−60P + 0.3Iwhere P is the price of the tomato soup and I is a representative household’s income.Assume that at the equilibrium, income is $12000.a) What are the current equilibrium price and quantity of the tomato soup? Show the equilibrium on a detailedgraph.b) Suppose that income decreases to $10400. What is the new equation for the demand for tomato soup? Doesthis correspond to an increase or decrease in the demand for tomato soup? Show the effect of this event onthe equilibrium and the diagram you used in part (a)c) Start from the equilibrium in part a) and now suppose that the price of the tomato…Suppose the government of the island has decided to give consumers a more attractive price for tomatoes by imposing a fixed, per unit subsidy. Thus, start with the original demand (Qd = 450 - 100P) and supply (Qs = 50P) and analyze this new intervention, the subsidy. The subsidy works like this: each tomato seller receives a 3-dollar refund for each kilogram of tomatoes sold. Write down the equation for the new "effective supply" curve. Determine the new equilibrium quantity and equilibrium price. What is the price that the consumers will pay for their tomatoes? What is the price that the producers will effectively earn for their tomatoes, inclusive of the subsidy? How much will the government spend on tomato subsidies in this case in total? (Recall the units of measurement: P is the price in dollars per kilogram of tomatoes; and Q is the quantity of tomatoes, expressed in thousands of kilograms.) Graphically depict the new equilibrium complete with (solved) values for the new…1. Suppose the demand for and supply of one-bedroom housing units in Nairobi’s Westlands area can be represented by the following linear functions:Qd =18,200–40P and Qs =–2,200+20PWhere Qd, Qs = Number of housing units in thousands, P = Price in US dollars.a) Determine the market equilibrium price and quantity b) Suppose the government decides to subsidize the cost of construction one-bedroom houses in the area at US$20.00 per housing unit. Determine the equilibrium outcome after the subsidy, and show how the benefit is shared between tenants and landlords. How much will the subsidy costthe government?c) Graphically show your results using well labeled demand and supply curves