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Some people think that in every barrel of politicians there are only a few rotten ones. But if deceit is a quality of rottenness, I believe all effective politicians are rotten. They must be deceitful in order to do the job properly. Someone who is scrupulously honest about obeying the rules of society will never be an effective politician.
Assuming that the author’s statements are accurate, which one of the following statements CANNOT be true?
  • a)
    Some people think all politicians are rotten.
  • b)
    Some politicians are scrupulously honest.
  • c)
    Some people define a politician’s job as obeying the rules of society.
  • d)
    Some deceitful politicians are ineffective.
  • e)
    Some scrupulously honest politicians are effective.
Correct answer is option 'E'. Can you explain this answer?
Most Upvoted Answer
Some people think that in every barrel of politicians there are only a...
The author's main argument is that in order to be an effective politician, one must be deceitful. They believe that politicians need to be dishonest in order to perform their job properly. Based on this reasoning, the author concludes that all effective politicians are rotten.
Now let's examine each option:
(A) Some people think all politicians are rotten.
This statement is consistent with the author's argument, as they claim that all effective politicians are rotten. Therefore, option (A) can be true.
(B) Some politicians are scrupulously honest.
This statement contradicts the author's argument that effective politicians must be deceitful. If there are politicians who are scrupulously honest, it implies that they can still be effective, which goes against the author's belief. Therefore, option (B) cannot be true.
(C) Some people define a politician’s job as obeying the rules of society.
This statement does not directly relate to the author's argument about deceitfulness and effectiveness. It introduces a different perspective on defining a politician's job. Therefore, option (C) can be true.
(D) Some deceitful politicians are ineffective.
This statement does not contradict the author's argument. It is possible to have deceitful politicians who are not effective for various reasons. Therefore, option (D) can be true.
(E) Some scrupulously honest politicians are effective.
This statement directly contradicts the author's argument that all effective politicians must be deceitful. If there are scrupulously honest politicians who are still effective, it undermines the author's claim. Therefore, option (E) cannot be true.
In conclusion, the statement that CANNOT be true based on the author's argument is option (E) – "Some scrupulously honest politicians are effective."
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Article 1From a local Southern California newspaper.Typically, fewer people vote in local elections that in national ones, but participation can vary widely by state. A new poll has found that more people in California vote in local elections than do people in Nevada, Arizona, and New Mexico combined. This has been attributed to the high number of independent voters in our state, as well as the high enthusiasm for local elections. City councilman Brad Zellman was pleased to see such a high turnout at the recent city council election. “It’s a unique opportunity for local citizens’ votes to carry more weight than they would in big national elections, and it’s great to have so much participation in these smaller campaigns state-wide.”Article 2Editorial from the Opinion section of a competing newspaper.The recent city council election has seen many a politico claim that the increased voter turnout is due to local citizens wanting to be a part of an election where their vote is proportionally more important. However, it is incorrect to suggest that voting in local elections somehow means your vote “counts more.” True, local politicians make decisions that affect day-to-day operations of our cities, but national politicians make decisions that ultimately affect the outcomes of our lives. When you vote for national figures in larger elections, your vote matters more because you are voting for people who will ultimately have a bigger impact on your life long-term.Article 3Results from recent California elections.City councilman elections: 13,000 local votes cast (22% of the eligible population vote d), 80% of citizens who voted were polled as “extremely satisfied” with the results. District representative elections: 1.9 million votes cast (19% of the eligible population voted), 67% of citizens who voted were polled as “extremely satisfied” with the results.Consider each of the following statements. Does the information in the articles support the inference as stated?Californians are more concerned with politics than are people in Nevada, Arizona, and New Mexico.The “weight” Zellman describes refers to the scale of political decision-making.

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Some people think that in every barrel of politicians there are only a few rotten ones. But if deceit is a quality of rottenness, I believe all effective politicians are rotten. They must be deceitful in order to do the job properly. Someone who is scrupulously honest about obeying the rules of society will never be an effective politician.Assuming that the author’s statements are accurate, which one of the following statements CANNOT be true?a)Some people think all politicians are rotten.b)Some politicians are scrupulously honest.c)Some people define a politician’s job as obeying the rules of society.d)Some deceitful politicians are ineffective.e)Some scrupulously honest politicians are effective.Correct answer is option 'E'. Can you explain this answer?
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Some people think that in every barrel of politicians there are only a few rotten ones. But if deceit is a quality of rottenness, I believe all effective politicians are rotten. They must be deceitful in order to do the job properly. Someone who is scrupulously honest about obeying the rules of society will never be an effective politician.Assuming that the author’s statements are accurate, which one of the following statements CANNOT be true?a)Some people think all politicians are rotten.b)Some politicians are scrupulously honest.c)Some people define a politician’s job as obeying the rules of society.d)Some deceitful politicians are ineffective.e)Some scrupulously honest politicians are effective.Correct answer is option 'E'. Can you explain this answer? for GMAT 2024 is part of GMAT preparation. The Question and answers have been prepared according to the GMAT exam syllabus. Information about Some people think that in every barrel of politicians there are only a few rotten ones. But if deceit is a quality of rottenness, I believe all effective politicians are rotten. They must be deceitful in order to do the job properly. Someone who is scrupulously honest about obeying the rules of society will never be an effective politician.Assuming that the author’s statements are accurate, which one of the following statements CANNOT be true?a)Some people think all politicians are rotten.b)Some politicians are scrupulously honest.c)Some people define a politician’s job as obeying the rules of society.d)Some deceitful politicians are ineffective.e)Some scrupulously honest politicians are effective.Correct answer is option 'E'. Can you explain this answer? covers all topics & solutions for GMAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Some people think that in every barrel of politicians there are only a few rotten ones. But if deceit is a quality of rottenness, I believe all effective politicians are rotten. They must be deceitful in order to do the job properly. Someone who is scrupulously honest about obeying the rules of society will never be an effective politician.Assuming that the author’s statements are accurate, which one of the following statements CANNOT be true?a)Some people think all politicians are rotten.b)Some politicians are scrupulously honest.c)Some people define a politician’s job as obeying the rules of society.d)Some deceitful politicians are ineffective.e)Some scrupulously honest politicians are effective.Correct answer is option 'E'. Can you explain this answer?.
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