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GRE试题:GRE北美试题15

发布时间:2006-06-22 13:28     点击:
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    section 2

    Questions 1-5

    There are six soccer teams-J, K, L, M, N, and O-in the Regional Soccer League. All six teams play each Saturday at 10 a.m. during the season. Each team must play each of the other teams once and only once during the season.

    Team J plays team M first and team O second.

    Team K plays team N first and team L third.

    Team L plays team O first.

    1. On the first Saturday, which of the following pairs of teams play each other?

    (A) J and K; L and O; M and N

    (B) J and K; L and N; M and O

    (C) J and L; K and N; M and O

    (D) J and M; K and L; N and O

    (E) J and M; K and N; L and O

    2. Which of the following teams must K play second?

    (A) J

    (B) L

    (C) M

    (D) N

    (E) O

    3. What is the total number of games that each team must play during the season?

    (A) 3

    (B) 4

    (C) 5

    (D) 6

    (E) 7

    4. If team M wins 5 games, which of the following must be true?

    (A) J loses 5 games.

    (B) J wins 4 games.

    (C) J wins its first game.

    (D) K wins 5 games.

    (E) K loses at least one game.

    5. The last set of games could be between teams
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