224. Multiple Choice: Scenario: Private and External Benefi…
Question Scenario: Private and External Benefits
A small community finds that tidy lawns and neighborhoods provide both private and external benefits.
They determine that the marginal private benefit (MPB) of lawns can be represented by the following
equation: MPB = 50 – 0.5Q, where Q is the number of hours spent on keeping lawns tidy. The marginal
private cost (MPC) of such lawn upkeep is represented by the following equation: MPC = 0.5Q, where Q
is again the number of hours engaged in lawn upkeep.
Reference: Ref 16-19
(Scenario: Private and External Benefits) Based on the information provided in the scenario Private and
External Benefits, how many hours of lawn upkeep will occur in this community, and what will be the
marginal private benefit of such upkeep?
Answer 50 hours; $50
225. Multiple Choice: Scenario: Private and External Benefi…
Question Scenario: Private and External Benefits
A small community finds that tidy lawns and neighborhoods provide both private and external benefits.
They determine that the marginal private benefit (MPB) of lawns can be represented by the following
equation: MPB = 50 – 0.5Q, where Q is the number of hours spent on keeping lawns tidy. The marginal
private cost (MPC) of such lawn upkeep is represented by the following equation: MPC = 0.5Q, where Q
is again the number of hours engaged in lawn upkeep.
Reference: Ref 16-19
(Scenario: Private and External Benefits) Look at the scenario Private and External Benefits. The
community estimates the marginal social benefit from lawn upkeep to be $15. Given this information,
what is the socially optimal amount of lawn upkeep for this community?
226. Multiple Choice: Scenario: Private and External Benefi…
Question Scenario: Private and External Benefits
A small community finds that tidy lawns and neighborhoods provide both private and external benefits.
They determine that the marginal private benefit (MPB) of lawns can be represented by the following
equation: MPB = 50 – 0.5Q, where Q is the number of hours spent on keeping lawns tidy. The marginal
private cost (MPC) of such lawn upkeep is represented by the following equation: MPC = 0.5Q, where Q
is again the number of hours engaged in lawn upkeep.
Reference: Ref 16-19
(Scenario: Private and External Benefits) Look at the scenario Private and External Benefits. The
community decides that given all the benefits of lawn upkeep, it is important to maintain the socially
optimal number of lawn upkeep hours. In order to achieve this, the community will:
Points: 0
Points: 0
Points: 0