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- Suppose that a health insurance plan offers a $10 deductible with a 20% coinsurance rate. The price of healthcare is $1. The price of healthcare is given by D (HC), while the quantity of healthcare consumed is given by Q (HC). The demand curve for "A's" is given by: D (HC A's) =10-3*Q (HC) The demand curve for "B's" is given by: D (HC B's) =20- Q (HC) a. What is the consumption of both "A's" and "B's" without health insurance? b. What is the consumption of both "A's" and "B's" with health insurance? c. Is there any distortion of healthcare consumption by having health insurance? If so, how much (separate by group). d. How much do "A's" spend out-of-pocket on healthcare, with health insurance? How much do "B's"?Consider that the retail market for sanitizing wipes in a small locale is described by the follow demand and supply equations respectively: P = 8.40 - 0.02Q and P = 6.60 + 0.01Q where P is the price in dollars and Q is the quantity measured in thousands per week. The market is currently in equilibrium. (Question 8 of 8) Now consider than an unexpected viral outbreak led to consumers ensuring that much more surfaces (counter tops, door handles, etc.) are clean and sanitized. At the same time, the government's demand for sanitizing wipes at various public institutions (hospitals, schools, etc.) has impacted the supply of sanitizing wipes in the retail market. Although the government is neither a buyer nor seller in the retail market, their requests for sanitizing wipes does affect how many sanitizing wipes firms are able to supply in the retail market. The market for sanitizing wipes adjusts afterwards and the market is in equilibrium. Suppose that after the market for sanitizing wipes…With the help of appropriate diagrams, explain how each of these situations will affect the demand curve for inpatients service at a hospital in a large city: Average real income in the community increases.
- There are two types of consumers in Melbourne: students and non-students. The student population is 10, and each student’s demand of printing paper is Q=1−p, for p<1.The non-student population is 40, and each non-student’s demand of printing paper is Q=3−p, for p<3. Suppose OfficeMax is the only seller of printing paper in Melbourne. Assume zero production cost. Graph this and calculate the deadweight lossThe market demand for medical checkups per day, QF, is Q=25(200-PF), where pe represents the price of a checkup The market demand for the number of dental checkups per day, QT, is Q=30(50-PT), where p, represents the price of a dental checkup. The market supply of medical checkups is QF =60PF-10PT The market supply of dentists is QT 60PT-20PF- The supplies are linked because people decide whether to be doctors and dentists on the basis of relative earnings. The quantity supplied of medical checkups depends on the price of dental checkups. What does the supply function property imply about the effect of price changes? As py increases, more peop become doctors and fewer people become dentists. Similarly, as pr increases, fewer people become doctors and more people become dentists. What are the equilibrium prices? (Enter numeric all responses using real numbers rounded to two decimal places.) The equilibrium prices are $71.00 for medical checkups and $32.5 for dental checkups.Please helo me with this question There are 50 residents that live in a small town in California. Each resident uses electricity and there is one power station that produces electricity for the residents from coal. Each residents' demand for electricity is Q = 10 - 2P and the supply function for the power plant is Q = 150P. For each unit of electricity that the power station produces, there is a corresponding release of pollution that leads to asthma and other health problems for the 50 residents. The marginal damage of each unit of electricity produced, per person, is $.05. a. What is the market equilibrium price and quantity per unit of electricity? b. What is the efficient Pigouvian tax per unit of pollution? c. The government of this small California town decides to impose the efficient Pigouvian per unit tax on the power station. What is the new social optimum price and quantity per unit of electricity? d. What is the government tax revenue? e. What is the gain in total…
- The local government has decided that because children's health has large external benefits, it will offer a subsidy to help families pay for visits to the pediatrician. However, the government isn't sure at what level to set the subsidy. The figure below shows the current demand curve for pediatrician visits (MBprivate) and three alternative subsidies, represented by curves Dsubsidy = $30. Dsubsidy = $60. and Dsubsidy = $90 Price $240 $220 $200 $180 $160 $140 $120 $100 $80 $60 $40 $20 0 100 50 S-MC Quantity of pediatrician visits Cial Dubsidy-510 Dobity-360 Dudy-130 private MB 450 500 Tools A. DWL 30 DWL0 a. Assume that the correct level of subsidy is $60. The socially optimal level of pediatrician visits is. visits b. Compared to the efficient outcome, graph the deadweight loss that would result from subsidies of $30 or $90. Instructions: Use the tools provided "DWL 30' and 'DWL 90' to illustrate the deadweight loss for each subsidy Drag the points to move or resize.Before 1981, customers visiting Disneyland purchased "ticket books" and paid for each attraction individually. On June 20, 1981, Disneyland began offering an "all-inclusive pass" that allowed guests unlimited use of all attractions. Duncan is planning a trip to Disneyland and has an inverse demand curve of P = 4 -0.2Q (or Q = 20 - 5P), where Q is the quantity of attractions and P is the price per attraction. Given Duncan's demand curve, what is the most Duncan would be willing to pay for Disneyland's "all-inclusive pass" that allows for unlimited use of all attractions? (That is, the "all-inclusive pass" is a fixed fee and all individual attractions are "free".) $20 $40 $80 $100 None of the above answers are correct.When the Covid-19 pandemic hits, chicken sellers are likely to raise chicken prices due to rising costs. The government had to act by setting a ceiling price for the supply of chicken in the market. The original price of chicken is RM6 per kilo. At that time, it is assumed that the equilibrium quantity is 1000 chickens. But the government has set the ceiling price at RM8 only. Draw and briefly explain a curve that illustrates the situation where ceiling pricing takes place in the sale of chicken in the market.
- Given the demand function, P = A*Q^1/E; where p = price, q = quantity demanded, E = elasticity and , A = constant... How do I show E is constant? I tried to use the formula E = dQ/dP * P/Q, but ended up with the following. E = dQ/dP * P/Q or 1/E = dP/dQ * Q/P E = d[(P/A)^E]/dP * P/Q E = [(1/A^E)*(E*P^(E-1)] * P / (P/A)^E [NOTE: P/P = 1] E = (E)*(P^E-1) / (A^E) * A^E [Note: A^E/A^E = 1] E = E*P^E-1is now time to test your mastery of supply and demand. Consider the market for hospital services. Use a graph similar to the one in Figure 3.5: Label the vertical axis “Price of Hospital Services” and the horizontal axis “Quantity of Hospital Services.” Draw the supply and demand curves, and identify the equilibrium price and the quantity of hospital services. Now suppose that due to a nursing shortage, the average nurse’s salary increases 10 percent. What effect will this increased cost have on the market for hospital services? How will the increase in the average nurse's salary affect the supply or demand curve in the market for hospital services, and in which directioThe local government has decided that because children's health has large external benefits, it will offer a subsidy to help families pay for visits to the pediatrician. However, the government isn't sure at what level to set the subsidy. The figure below shows the current demand curve for pediatricians' visits (D1), and three alternative subsidies, represented by curves D2, D3 and D4. a. Assume that the correct level of subsidy is D3. Compared to the efficient outcome, graph the loss in total surplus that would result from subsidies D2 and D4. b. The socially optimal level of pediatrician visits is __ visits.