The market for a product has the
following inverse demand and supply functions
Pd= 120 -
Qd
Ps =
0.5Qs.
Suppose the state government levies a tax of $15 on each unit
sold, imposed on the consumers. Find the prices that consumers pay
(Pd) and the producers receive
(Ps) and the new quantity traded in the market,
Q**. Show on your diagram.
What is the incidence of the tax on consumers and what on
producers.
How much money does the state...
The market for a product has the
following inverse demand and supply functions
Pd = 170 - Qd
Ps = 20 +
0.5Qs
Find the competitive equilibrium and show on a diagram.
Find the consumer surplus and producer surplus.
Suppose the government gives a per-unit
subsidy of $15 to sellers on each unit sold. Find
the new equilibrium (quantity traded, consumer and seller prices).
Show on your diagram.
What is the incidence of the subsidy on consumers and what on
suppliers?...
Use the following market supply and demand functions to answer
questions
PD = 5000 − 25QD
PS = 15QS
Solve for the equilibrium price and quantity.
What is the consumer surplus and producer surplus generated by
this market?
If there were an added fixed cost of production equal to 1000,
what is the new equilibrium price and quantity? 1
How do the producer and consumer surpluses change, respectively,
as a consequence of the additional fixed cost given in question 11?...
An industry's inverse demand was PD = 20 - 0.1Q and its inverse
supply was PS = 4 + 0.1Q.
a. Calculate the consumer surplus, producer surplus, government
revenue and deadweight loss for taxes of $4, $8, $12 and $16 per
unit sold.
b. Graph government revenue and deadweight loss as functions of
these tax rates.
c. What tax maximizes government revenue?
The inverse market demand curve for a good is p = 120 – 0.25Q
and the inverse market supply curve for the good is p = 50 + 0.45Q.
Calculate the equilibrium price and quantity, consumer surplus and
producer surplus.
3- In a perfectly competitive market the demand and supply
functions for a product is given by
?? = 200 − 4?
?? = −100 + 6?
Now suppose that the government taxes the good by a unit tax of
5TL.
a) Find the price that demanders pay and the price that suppliers
receive when buyers are
responsible to pay for the tax. Find the total tax collection and
the deadweight loss from
this taxation policy. Show your analysis explicitly...
Suppose the inverse demand and inverse supply functions for a
good are given as P= 200-0.5Q
and P= 20 + 0.5 Q.
Calculate the initial equilibrium price and
quantity.
Draw the above inverse demand and inverse supply
functions.
Suppose a per unit tax of $10.00 was levied on sellers.
Determine graphically and algebraically the effect of the tax on
the price paid by demanders, the price received by sellers, the
total tax paid, and the fraction of the tax paid...
Per-unit Tax: The Isoland widget market has the following supply
and demand functions: Supply: P = 20 + 2QS Demand: P = 160 − 2QD
Suppose a per-unit tax of $40 is imposed on this market.
Draw a picture and calculate:
(a) Price consumers pay
(b) price producers receive
(c) Total tax revenue
(d) Consumer surplus
(e) Producer Surplus
(f) Consumer tax burden
(g) Producer tax burden
(h) Total welfare
(i) Deadweight loss
Per-unit Tax:
The Isoland widget market has the following supply and demand
functions:
Supply: P = 20 + 2QS
Demand: P = 160 − 2QD
Suppose a per-unit tax of $40 is imposed on this market.
Draw a picture and calculate: (a) Price consumers pay (b) price
producers receive (c) Total tax revenue (d) Consumer surplus (e)
Producer Surplus (f) Consumer tax burden (g) Producer tax burden
(h) Total welfare (i) Deadweight loss
Part A Product X has the following demand and supply
functions:
Qd = 30 – 2p
Qs = -10 + 6p
The government does not currently place indirect taxes on
Product X. The production and consumption of Product X, however, is
considered to be undesirable. The government subsequently places an
indirect tax on the product which creates a producers price of $4.
Product X also has a coefficient of income elasticity of +2 Use the
above information to :
Draw...