The Coase theorem states that ?

The Coase theorem states that ?

A. public goods should be produced up to the point where the additional benefit received by society equals the additional cost of producing the good
B. under certain conditions, private parties can arrive at the efficient solution without government involvement
C. the private sector will fail to produce the efficient amount of a public good because of the free-rider problem.
D. if there are external costs in production the government must intervene in the market to assure that the efficient level of output is produced

If some gain and some lose as the result of a proposed change and it can be demonstrated that the value of the gains would exceed the value of the losses then the change is said to be ?

If some gain and some lose as the result of a proposed change and it can be demonstrated that the value of the gains would exceed the value of the losses then the change is said to be ?

A. technically efficient.
B. inefficient.
C. potentially efficient
D. unequivocally Pareto optimal

Markets fail to produce an efficient allocation of resources, but government also fail because ?

Markets fail to produce an efficient allocation of resources, but government also fail because ?

A. elected officials will act selflessly for the good of society and ignore their own self interest
B. the managers of government agencies are trying to maximize the profit of their agency and they ignore the implications that this has on other departments
C. the optimal level of public goods may be too expensive for the society to produce
D. the measurement of social damages and benefits is difficult and imprecise

The idea that when externalities are present private parties can arrive at the efficient solution without government intervention under certain circumstance is known as ?

The idea that when externalities are present private parties can arrive at the efficient solution without government intervention under certain circumstance is known as ?

A. The coase theorem
B. Arrow’s impossibility theorem
C. the drop -in-the bucket problem.
the free rider problem