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kramer
3 years ago
15

A city street is a. always a public good, whether or not it is congested. b. a public good when it is congested, but it is a com

mon resource when it is not congested. c. a common resource when it is congested, but it is a public good when it is not congested. d. always a common resource, whether or not it is congested.
Business
2 answers:
Cerrena [4.2K]3 years ago
6 0

Answer:

c. a common resource when it is congested, but it is a public good when it is not congested

Explanation:

we have to look at the definition of public good:

A public good when consumed to not impact nor deprive other from consuming (the light of a lighthouse) Thus are non-rivalrous and available for everyone.

The city-streets have this concept but, their supply is compromised when congested as the sheer amount of vehicles reduced the use of that street for other drivers (they go along and drive for other street)

Thus, we can state city street are quasi-public goods which, behave as common resource when congested.

anyanavicka [17]3 years ago
4 0

Answer:

a common resource when it is congested, but it is a public good when it is not congested.

Explanation:

We live in different areas, across city streets, with roads and they can either be public goods or common resources. Now, when the streets are not congested, it simply means that an individual can freely access the areas without that affecting any other person. In this simple case, the use by one person is not in rival consumption and so the streets are said to be a public good. But when the area is fully congested, people might find it difficult to move around through the areas. The use of the areas could cause negative externalities.  Because the place would be overcrowded, people can only move at a slow pace. In this case, the street are said to be a common resource.

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Hugh, Frank, and Luis are the only three buyers of gold in a small mining town. Their inverse demand functions for gold are as f
saveliy_v [14]

Answer:

Explanation:

Hugh p= 480 - 48Qh

Frank p= 80 - 8Qf

Louis p= 20 - 2Ql

1. price of an ounce of gold = $20

Hugh will demand: 20 = 480 - 48Qh; Qh = 460/48 = 9.58 ounce

Frank will demand: 20 = 80 - 8Qf; Qf = 60/8 =7.5 ounce

Louis will demand: 20 = 20 - 2Ql; Ql = 0 ounce

Total demand = 9.58+7.5+0=17.08 ounce

2. quantity demanded of gold in this market is 16.50

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Frank Demand function: p=80-8Q , Q= 10-P/8

Lius Demand function: p=20-2Q , Q= 10-p/2

Hugh will demand 0 quantity at , p=480-48*0 = $480

Frank will demand 0 quantity at , P=80-8*0 = $80

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When Price is between 0 to 20  all three will participate in market. Hence demand function will be Q=20 - 7p/48 + 10 - p/2  = 30 - 31p/48

When Demand is 16.5 ounce and if Price is between 80 to 480, then 16.5=10-P/48

P/48=-6.5

This is not possible

When Demand is 16.5 ounce and if Price is between 20 to 80, then

16.5=20-7p/48

7p/48 = 20-16.5

p = 48*3.5/7 = $24

Market price of an ounce of gold must be $24

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Explanation:

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