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“Majority voting ensures that government will produce only those public goods for which benefits exceed costs.” Discuss.

Short Answer

Expert verified

Majority voting sometimes leads to the production of goods whose overall benefits are less than the costs or rejection of goods whose overall benefits are more than the costs due to the majority supporting or rejecting the production of the goods, respectively.

Step by step solution

01

Meaning of majority voting 

Majority voting is a technique adopted by the government to know people's preference for the public good. In this, people vote in either “yes” or “no.”

People vote according to their self-interest so that their economic welfare can enhance, that is, a person will say yes to producing a good if the benefit received by him/her exceeds the amount he/she is paying as a cost of production.

02

Explanation for the statement

In practice, majority voting might not lead to an increase in the overall economic welfare. Hence, there is a possibility that a public good is wrongly accepted or rejected through majority voting. This can be explained using an example.

Suppose there are three people in the society, say A, B, and C, who have to decide if a particular public good should be produced or not. The taxes are used to fund the production. The government charges $200 as a tax from each person, so the total cost is $500. A’s benefits are $600, B’s are $150, and C’s are $100. The total benefit from producing the good is $850.

Here, the total benefit ($850) exceeds the total cost ($600), but two out of three people would say no to this public good as their own benefits are less than the cost they are paying. Hence, the overall economic welfare is not considered, and the production of the said public good will not happen.

Thus, the statement is false.

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Most popular questions from this chapter

Political advertising is often directed at winning over so-called swing voters, whose votes might go either way. Suppose that two political parties—the Freedom Party and the Liberty Party—disagree on whether to build a new road. Polling shows that of 1,000 total voters, 450 are firmly for the new road and 450 are firmly against the new road. Thus, each party will try to win over a majority of the 100 remaining swing voters.

a. Suppose that each party spends $5,000 on untargeted TV, radio, and newspaper ads that are equally likely to reach any and all voters. How much per voter will be spent by both parties combined?

b. Suppose that, instead, each party could direct all of its spending toward just the swing voters by using targeted social media ads. If all of the two parties’ combined spending is targeted at just swing voters, how much will be spent per swing voter?

c. Suppose that only the Freedom Party knows how to target voters using social media. How much per swing voter will it be spending? If at the same time the Liberty Party is still using only untargeted TV, radio, and newspaper ads, what portion of its total spending is likely to be reaching the 100, swing voters? How much per swing voter does that portion amount to?

d. Looking at your answers to part c, how much more per swing voter will the Freedom Party be spending than the Liberty Party? If spending per swing voter influences elections, which party is more likely to win?

Use your demand schedule for the public good, determined in problem 1, and the following supply schedule to ascertain the optimal quantity of this public good.

Price (\()
Qd
191
162
133
104
75
46
27
18
Price (\))Qs
1910
168
136
104
72
41
2-
1-

Critique: “Thank goodness we have so many government regulatory agencies. They keep Big Business in check.”

Use the distinction between the characteristics of private goods and public goods to determine whether the following should be produced through the market system or provided by government: (a) French fries, (b) airport screening, (c) court systems, (d) mail delivery, and (e) medical care. Explain your answers.

On the basis of the three individual demand schedules in the following table, and assuming these are the only three people in the society, determine (a) the market demand schedule on the assumption that the good is a private good and (b) the collective demand schedule on the assumption that the good is a public good.

P($)QdD1
QdD2
QdD3
8010
7020
6031
5142
4253
3364
2475
1586
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