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An online newspaper, Newspaper X, will hire exactly one new columnist: Candidate A or Candidate B. Both columnists currently write for Newspaper Y. The newspaper's final hiring decision will be based exclusively on three factors: (1) a rating of the influence of the respective columnists; (2) a per-column average of the number of hits on the candidates' columns (number of times the columnists' columns have been opened) via the website of Newspaper Y (65,249 for Candidate A and 93,847 for Candidate B); and (3) a per-column average of the number of hits on the candidates' columns via other websites, including Internet search engines and news aggregators (142,834 for Candidate A and 113,742 for Candidate B). Both of the candidates were rated as "very influential." It was assumed that each candidate would have roughly the same number of hits on Newspaper X as on Newspaper Y.
Based on the information provided, select the statement that, if true, would most strongly suggest that the newspaper will hire Candidate A. And select the statement that, if true, would most strongly suggest that the newspaper will hire Candidate B. Make only two selections, one in each column.
The newspaper values the influence of its columns more than hits on them via the newspaper's website.
The newspaper values the influence of its columns more than hits on them via other websites.
The newspaper values hits on its columns via its website more than hits on its columns via other websites.
The newspaper values hits on its columns via its website more than the influence of its columns.
The newspaper values hits on its columns via other websites more than hits on its columns via its own website.
| Text from Passage | Analysis |
| "An online newspaper, Newspaper X, will hire exactly one new columnist: Candidate A or Candidate B." |
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| "The newspaper's final hiring decision will be based exclusively on three factors" |
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| "(1) a rating of the influence of the respective columnists" |
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| "(2) a per-column average of the number of hits... via the website of Newspaper Y (65,249 for Candidate A and 93,847 for Candidate B)" |
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| "(3) a per-column average of the number of hits... via other websites... (142,834 for Candidate A and 113,742 for Candidate B)" |
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This is asking for strengtheners - what would make each hiring decision more likely?
For Part 1 (Candidate A):
For Part 2 (Candidate B):
Choice 1: "The newspaper values the influence of its columns more than hits on them via the newspaper's website."
Choice 2: "The newspaper values the influence of its columns more than hits on them via other websites."
Choice 3: "The newspaper values hits on its columns via its website more than hits on its columns via other websites."
Choice 4: "The newspaper values hits on its columns via its website more than the influence of its columns."
Choice 5: "The newspaper values hits on its columns via other websites more than hits on its columns via its own website."
Choices 1 and 2 might seem relevant because they mention influence, but since both candidates have equal influence ratings, these choices don't differentiate between them.
Choice 4 might seem good for Part 2, but it's less direct than Choice 3. While it does favor B by emphasizing website hits, it unnecessarily brings influence into the comparison when Choice 3 makes the same point more cleanly by directly comparing the two types of hits.