PrepTest 29, Section 1, Question 24
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females�Gimena, Holly, Iyanna, and Kate�and five males�Leung, Nate, Oscar, Pedro, and Saul�attend these classes. Each student attends exactly one class. The following must obtain:
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females�Gimena, Holly, Iyanna, and Kate�and five males�Leung, Nate, Oscar, Pedro, and Saul�attend these classes. Each student attends exactly one class. The following must obtain:
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females�Gimena, Holly, Iyanna, and Kate�and five males�Leung, Nate, Oscar, Pedro, and Saul�attend these classes. Each student attends exactly one class. The following must obtain:
Exactly six piano classes are given sequentially on Monday: two with more than one student and four with exactly one student. Exactly four females�Gimena, Holly, Iyanna, and Kate�and five males�Leung, Nate, Oscar, Pedro, and Saul�attend these classes. Each student attends exactly one class. The following must obtain:
Iyanna and Leung together constitute one class.
Pedro and exactly two others together constitute one class.
Kate is the first female, but not the first student, to attend a class.
Gimena's class is at some time after Iyanna's but at some time before Pedro's.
Oscar's class is at some time after Gimena's.
Suppose the condition that Oscar attends a class after Gimena is replaced with the condition that Oscar attends a class before Gimena and after Kate. If all the other conditions remain the same, then which class must Holly attend?
the second
the third
the fourth
the fifth
the sixth
Explanations
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