PrepTest 77, Section 1, Question 16
Four employees—Jackson, Larabee, Paulson, and Torillo—are to select from among four offices—W, X, Y, and Z. The order in which they select, from first to fourth, is to be decided by a random drawing. Each employee has ranked the offices from first (highest) to fourth (lowest) as follows:
Four employees—Jackson, Larabee, Paulson, and Torillo—are to select from among four offices—W, X, Y, and Z. The order in which they select, from first to fourth, is to be decided by a random drawing. Each employee has ranked the offices from first (highest) to fourth (lowest) as follows:
Four employees—Jackson, Larabee, Paulson, and Torillo—are to select from among four offices—W, X, Y, and Z. The order in which they select, from first to fourth, is to be decided by a random drawing. Each employee has ranked the offices from first (highest) to fourth (lowest) as follows:
Four employees—Jackson, Larabee, Paulson, and Torillo—are to select from among four offices—W, X, Y, and Z. The order in which they select, from first to fourth, is to be decided by a random drawing. Each employee has ranked the offices from first (highest) to fourth (lowest) as follows:
Jackson: Y, X, Z, W
Larabee: X, Z, W, Y
Paulson: Y, Z, X, W
Torillo: X, Y, Z, W
The following restrictions must apply:
Each employee selects an office that has not been selected previously.
Each employee selects only one office.
Each employee selects the office that he or she ranks highest among the unselected offices.
If Paulson selects office W, then which one of the following could be true?
Exactly two of the employees each selects the office he or she ranks second.
Exactly two of the employees each selects the office he or she ranks third.
Exactly three of the employees each selects the office he or she ranks first.
Jackson selects office X.
Larabee selects office Z.
Explanations
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