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本帖最后由 kk1oo 于 2024-5-11 21:35 编辑
不是大哥，你野鸡英语AI识别个毛。不会写英文就填入关键数据谢谢。
Eight people attend four swimming competitions. The first has 20 points, the second has 15 points, the third has 12 points, the fourth has 9 points, the fifth has 6 points, the sixth has 4 points, the seventh has 3 points, and the eighth has 2 points. What is the maximum number of people who can achieve an award?
CHATGPT:
To maximize the number of people who can achieve an award, we need to distribute the available points so that as many participants as possible can reach 40 or more.
Let's analyze the situation:
The first person has 20 points, which means they need 20 more points to reach 40.
The second person has 15 points, needing 25 more points.
The third person has 12 points, needing 28 more points.
The fourth person has 9 points, needing 31 more points.
The fifth person has 6 points, needing 34 more points.
The sixth person has 4 points, needing 36 more points.
The seventh person has 3 points, needing 37 more points.
The eighth person has 2 points, needing 38 more points.
Considering the limited number of competitions, it's not possible for everyone to achieve an award since even if everyone won every remaining competition, the total points available would only be 40, and the first person already has 20.
Therefore, in this scenario, the maximum number of people who can achieve an award is one. The first person already has 20 points, and no one else can accumulate enough points to reach 40. |
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