Question

The market for a medicine is in equilibrium at 80 thousand units a month. Each one...

The market for a medicine is in equilibrium at 80 thousand units a month. Each one is sold for $500. Suppose the own price elasticity of demand for this medicine is -0.8 and the price elasticity of supply is 1.5.

a. Compute the slope and intercept coefficients for the linear supply and demand equations.

b. If the government imposed a per unit subsidy of $40, what would be the new equilibrium price and quantity of this medicine?

c. Calculate and illustrate the changes in consumer, producer, and total surplus.

Homework Answers

Answer #1

Answer:

As per the given data & information

Please Kindly help with Thumbs up for this answer. If any doubts feel free to query. Thank you

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Suppose the weekly demand for a certain good in thousands of units, is given by the...
Suppose the weekly demand for a certain good in thousands of units, is given by the equation P = 35 - Q, and the weekly supply curve of the good by the equation P = 15 + Q where P is the price in dollars. Finally, suppose a per-unit tax of $6, to be collected from sellers is imposed in this market. Complete the following questions. Note: If necessary round your answers to two decimal places. a) Graph the weekly...
Suppose there is a market at its competitive equilibrium. Demand p = 100 - QD Supply...
Suppose there is a market at its competitive equilibrium. Demand p = 100 - QD Supply p = 20 + (QS /3) The government introduces a subsidy of s = $4 per unit of the good sold and bought. (a) Draw the graph for the demand and supply before subsidy. (b) What is the equilibrium price and quantity before the subsidy and after the subsidy? (c) Looking at the prices buyers pay and sellers receive after the subsidy compared to...
1. Consider the following demand and supply functions for a good or service: Qd = 400...
1. Consider the following demand and supply functions for a good or service: Qd = 400 - 5P and Qs= 3P. a) Graph the supply and demand functions in the typical manner with price per unit (P) on the Y-axis and quantity on the X-axis. Make sure to clearly mark X-intercept and Y-intercept on the graph. b) What is the slope of each line? Show your calculations. c) What is the equilibrium price and quantity? Show your calculations. Show the...
Illustrate and explain what would happen to the consumer surplus, producer surplus and deadweight loss if...
Illustrate and explain what would happen to the consumer surplus, producer surplus and deadweight loss if the government removes a binding price ceiling. . Suppose that the current equilibrium in a given market is where Q=1000 and P=200. Demand and supply elasticities are estimated to be -0.4 and +0.5 respectively. Construct linear demand and supply equations.
Suppose a market is characterized by the following supply and demand equations: QD=1,000-5P QS=-500+10P 1.)Determine equilibrium...
Suppose a market is characterized by the following supply and demand equations: QD=1,000-5P QS=-500+10P 1.)Determine equilibrium price and quantity. 2.)Suppose that the government taxes production such that for every unit produced, sellers must pay the government $10. Determine the new equilibrium price(s) and quantity. 3.)Suppose that instead of taxes, the government imposes a price floor such that the minimum amount the good can be sold for is $150. Determine the new equilibrium price and quantity. 4.)Determine producer surplus, consumer surplus,...
Suppose the demand and supply for a product is given by the following equations: p=d(q)=−0.8q+150 (Demand)...
Suppose the demand and supply for a product is given by the following equations: p=d(q)=−0.8q+150 (Demand) p=s(q)=5.2q (Supply) For both functions, q is the quantity and p is the price. Find the equilibrium point. (Equilibrium price and equilibrium quantity) (1.5 Marks) Compute the consumer surplus. (1.5 Marks) Compute the producer surplus. (1.5 Marks)
Consider the market for butter in Saudi Arabia. The demand and supply relations are given as...
Consider the market for butter in Saudi Arabia. The demand and supply relations are given as follows: Demand:             QD = 12 - 2P Supply:                Qs = 3P - 3. P is the price of butter. Calculate: Equilibrium price _____________                   2. Equilibrium quantity _____________ Consumer surplus ___________                       4. Producer surplus ___________ Draw the demand and supply graphs. Show the equilibrium price and quantity, consumer surplus and producer surplus in the graph below. Graphs must be on scale. Suppose government imposes...
Assume that the market for scones is in equilibrium. Graph the market for scones, assuming unit-elastic...
Assume that the market for scones is in equilibrium. Graph the market for scones, assuming unit-elastic supply and demand. Label the equilibrium price Pe and the equilibrium quantity Qe. Average consumer income goes from $25,000 to $30,000 as the quantity demanded increases from 50,000 units to 60,000 units. What is the income elasticity for scones across this range? Are scones a normal or inferior good? Explain using the income elasticity coefficient. Illustrate the effect of part (b) on your graph...
Suppose that, in the market for litres petrol, demand is given by P = 5 –...
Suppose that, in the market for litres petrol, demand is given by P = 5 – 0.3Q, and supply is given by P = 1 + 0.1Q. Further, suppose that the government provides a $1 per litre subsidy for petrol. A. Calculate the effect of the subsidy on the equilibrium price and quantity. B. Calculate the change in producer surplus and consumer surplus that result from the provision of the subsidy. C. Does total surplus to everyone in the economy...
Suppose that the USDA expects that 53.3 billion bushels of soybeans will be produced this year...
Suppose that the USDA expects that 53.3 billion bushels of soybeans will be produced this year at a price of $8.50/bushel. Assume that the elasticity of supply is 0.3 and that the elasticity of demand is -0.2 (both very inelastic). 1. Derive the linear supply and demand curves for this equilibrium. 2. What quota is required to increase the soybean price to $9.25/bushel? And what is the economic cost of this solution (i.e., what is the change in producer surplus...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT