PrepTest 22, Section 1, Question 23
Exactly six of seven jugglers—G, H, K, L, N, P, and Q—are each assigned to exactly one of three positions—front, middle, and rear—on one of two teams—team 1 and team 2. For each team, exactly one juggler must be assigned to each position according to the following conditions:
Exactly six of seven jugglers—G, H, K, L, N, P, and Q—are each assigned to exactly one of three positions—front, middle, and rear—on one of two teams—team 1 and team 2. For each team, exactly one juggler must be assigned to each position according to the following conditions:
Exactly six of seven jugglers—G, H, K, L, N, P, and Q—are each assigned to exactly one of three positions—front, middle, and rear—on one of two teams—team 1 and team 2. For each team, exactly one juggler must be assigned to each position according to the following conditions:
Exactly six of seven jugglers—G, H, K, L, N, P, and Q—are each assigned to exactly one of three positions—front, middle, and rear—on one of two teams—team 1 and team 2. For each team, exactly one juggler must be assigned to each position according to the following conditions:
If either G or H or both are assigned to teams, they are assigned to front positions.
If assigned to a team, K is assigned to a middle position.
If assigned to a team, L is assigned to team 1.
Neither P nor K is on the same team as N.
P is not on the same team as Q.
If H is on team 2, then Q is assigned to the middle position on team 1.
If G is assigned to team 1, which one of the following is a pair of jugglers who could also be assigned to team 1?
H and N
K and L
K and P
L and N
L and Q
Explanations
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