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Brut [27]
3 years ago
6

Special interest group Q receives a 1/10,000th slice of the economic pie. Its net benefit from either an economic growth policy

or a transfer policy is $50,000. In order for group Q to be indifferent between the two policies, the economic growth policy would have to make the size of the economic pie (Real GDP) growth by _________________. This type of analysis is used to show that special interest groups tend press government for _____________ instead of ________________.
Business
1 answer:
Olin [163]3 years ago
6 0

Answer:

(A) $500 million

(B) This type of analysis is used to show that Special Interest Groups tend to press the government for TRANSFERS instead of ECONOMIC GROWTH.

Explanation:

1/10,000 of the real GDP is = $50,000

RGDP = 50,000 ÷ 1/10,000

RGDP = 50,000 × 10,000 = $500,000,000

If special interest group Q would have to be indifferent (not care which policy is applied at the given time) between the 2 policies, then the economic growth policy would have to increase the size of the RGDP (the economic pie) by an amount sufficient enough for them to get their net benefit of $50,000.

The RGDP figure above ($500 million) is the amount by which RGDP (real gross domestic product) should grow, if Group Q will still get their net benefit when only the economic growth policy (EGP) is applied.

In this case, the EGP applied in place of the TP (transfer policy) would still fetch Group Q the minimum net benefit of $50,000

(B) This type of analysis is used to show that Special Interest Groups tend to press the government (policy makers and enforcers) for TRANSFERS instead of ECONOMIC GROWTH.

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satela [25.4K]

The correct answer to this open question is the following.

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3 0
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denis-greek [22]

Answer:

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Also as they are all in the same dorm, the showing of the movie is <em>Non-Excludable</em> as well because no one can stop the other from watching.

Public good is both Non-Rival and Non-Excludable so the showing of a movie IS a public good.

2.

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10   9   8   3   30

8   7   6   2   23

6   5   4   1   16

4   3   2   0   9

2   1   0   0   3

The optimal number of movies that can be rented is dependent on their total willingness to pay. If their Total willingness to pay for the movie is above $8 which is the cost of a movie, then they will get it. From the table, the fifth movie is below the price of $8 so they <u>should rent 4 movie</u>s.

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3 0
3 years ago
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5 0
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PtichkaEL [24]

Answer:

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The Option (1) is basically illustrating the concept of the positive reinforcement as Richard is spend his maximum time in the job and appropriate him when he perform well in the work.

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