Rule 1. guaranteed dorm rooms ---> 4th year students
Rule 2. 4th year can choose room before other students if 4th year student is on dean's list.
(A) Incorrect, she is 4th year so guaranteed a room.
(B) Incorrect, opposite of rule 2.
(C) Incorrect as per rule 1.
(D)
Correct, no rule is violated.
(E) Incorrect, violates rule 2.
IMO D.
Hope it helps.
ViniB
According to the rules of the university’s housing lottery, the only students guaranteed dormitory rooms are fourth-year students. In addition, any fourth-year student on the dean’s list can choose a dormitory room before anyone who is not a fourth-year student. Which one of the following inferences is most strongly supported by the rules described above?
(A) Benizer is a fourth-year student who is not on the dean’s list, so she is not guaranteed a dormitory room.
(B) Ivan and Naomi are both fourth-year students but only Naomi is on the dean’s list. Therefore, Ivan can choose a dormitory room before Naomi.
(C) Halle, a third-year student, is on the dean’s list. Thus, she is guaranteed a dormitory room.
(D) Gerald and Katrina are both on the dean’s list but only Gerald is a fourth-year student. Thus, Gerald can choose a dormitory room before Katrina.
(E) Anissa is a fourth-year student who is on the dean’s list. Thus, since Jehan is a second-year student who is also on the dean’s list, he can choose a dormitory room before Anissa.