AMC 8 2006 Problem 20

AMC8 2006 年第 20

基本计数原理★★★☆☆
A singles tournament had six players. Each player played every other player only once, with no ties. If Helen won 4 games, Ines won 3 games, Janet won 2 games, Kendra won 2 games and Lara won 2 games, how many games did Monica (the sixth player) win?
某个单打比赛有六名选手。每个选手和其他每个选手都比赛一次,没有平局。如果 Helen 赢了 4 场比赛,Ines 赢了 3 场比赛,Janet 赢了 2 场比赛,Kendra 赢了 2 场比赛,Lara 赢了 2 场比赛,则 Monica(第六个选手)赢了多少场比赛?
  1. A.0
  2. B.1
  3. C.2
  4. D.3
  5. E.4

正确答案 · Correct Answer

C

解析 · Solution

解析整理中

继续练习

真题版权归属 MAA(AMC)。本站仅供学习用途。版权方如有异议,请联系本站予以下架。

Problems © MAA (AMC). This site is for study purposes only. Rightsholders may contact us for removal.