PrepTest 76, Section 1, Question 8

Difficulty: 
Passage
Game
2

In the Lifestyle, Metro, and Sports sections of tomorrow's newspaper, a total of six different photographs are to appear, exactly two photographs per section. Each of the available photographs was taken by one of three photographers: Fuentes, Gagnon, and Hue. Selection of the photographs is constrained by the following conditions:

In the Lifestyle, Metro, and Sports sections of tomorrow's newspaper, a total of six different photographs are to appear, exactly two photographs per section. Each of the available photographs was taken by one of three photographers: Fuentes, Gagnon, and Hue. Selection of the photographs is constrained by the following conditions:

In the Lifestyle, Metro, and Sports sections of tomorrow's newspaper, a total of six different photographs are to appear, exactly two photographs per section. Each of the available photographs was taken by one of three photographers: Fuentes, Gagnon, and Hue. Selection of the photographs is constrained by the following conditions:

In the Lifestyle, Metro, and Sports sections of tomorrow's newspaper, a total of six different photographs are to appear, exactly two photographs per section. Each of the available photographs was taken by one of three photographers: Fuentes, Gagnon, and Hue. Selection of the photographs is constrained by the following conditions:

For each photographer, at least one but no more than three of that photographer's photographs must appear.

At least one photograph in the Lifestyle section must be by a photographer who has at least one photograph in the Metro section.

The number of Hue's photographs in the Lifestyle section must be the same as the number of Fuentes' photographs in the Sports section.

None of Gagnon's photographs can be in the Sports section.

Question
8

If both photographs in the Lifestyle section are by Hue, then which one of the following must be true of the six photographs?

Exactly one is by Fuentes.

Exactly three are by Fuentes.

Exactly one is by Gagnon.

Exactly two are by Gagnon.

Exactly two are by Hue.

C
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