AMC 8 2004 Problem 18
AMC8 2004 年第 18 题
特殊数与不定方程★★★☆☆
Five friends compete in a dart-throwing contest. Each one has two darts to throw at the same circular target, and each individual's score is the sum of the scores in the target regions that are hit. The scores for the target regions are the whole numbers 1 through $10$. Each throw hits the target in a region with a different value. The scores are: Alice 16 points, Ben 4 points, Cindy 7 points, Dave 11 points, and Ellen 17 points. Who hits the region worth 6 points?
五个朋友参加掷镖比赛。每个人都有两个飞镖向同一个圆形目标投掷，每个人的得分是被他击中的目标区域分值的总和。各个目标区域的分值是 1 到 10 的整数。每次投掷都击中到不同分值的目标区域。他们的分数是：Alice 得 16 分、Ben 得 4 分、Cindy 得 7 分、Dave 得 11 分，Ellen 得 17 分。谁击中了分值为 6 分的目标区域？ Problem 19 A whole number larger than leaves a remainder of when divided by each of the numbers and. The smallest such number lies between which two numbers? 一个大于 2 的正整数分别除以 3，4，5 和 6，所得余数均为 2。那么这个正整数的最小可能值在哪两个数之间?
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正确答案 · Correct Answer
A
解析 · Solution
解析整理中
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