In a standard golf tournament, golfers play 18 holes of golf on each of 4 consecutive days. For each hole, golfers keep track of the number of times they hit the ball (strokes) before the ball goes into the cup. A golfer's score for the tournament is the total number of strokes needed to complete the tournament. The boxplots below summarize the scores for golfers who competed in tournament 1 and golfers who competed in tournament 2. Tournament H Tournament 2 272 276 280 284 288 292 296 300 Score Based on the boxplots, which of the following statements must be true? (A) More golfers played in tournament 1 than in tournament 2. (B) In both tournaments, at least half the golfers completed the tournament with a score less than 288. (C) The number of golfers who completed tournament 1 with a score less than 288 was greater than the number of golfers who completed tournament 2 with a score less than 288. (D) The range of scores for tournament 1 is less than the range of scores for tournament 2. (E) The score of the golfer with the least score in tournament 1 was greater than the score of the golfer with the least score in tournament 2.

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