2024-25学年AMC 8为线下考试,可以采取笔试或机考两种形式,但是必须有老师或者符合规定的成年人进行线下监考 ●竞赛涉及数学话题: AMC 8竞赛涉及数学话题基于初中数学课程,涉及但不限于以下话题:计数与概率counting and probability, 估算estimation, 比例proportional reasoning, 基础几何(包括
Thepublication,reproduction,orcommunicationoftheproblemsorsolutionsoftheAMC8duringtheperiod whenstudentsareeligibletoparticipateseriouslyjeopardizestheintegrityoftheresults.Duplicationatanytime viacopier,ephone,,WorldWideWebormediaofanytypeisaviolationofthecopyrightlaw. Copyright©2003,CommitteeontheAmericanMathematicsCom...
https://artofproblemsolving.com/wiki/index.php/AMC_Problems_and_Solutions 网站介绍:这个网站不允许备考AMC10的同学家长还不知道,这个网站包含非常全的历年真题,以及历年分数线。 打开网站之后点resource 点击AOPS WiKi 再点击AMC problems and solutions 可以看到AMC8.AMC10.AMC12和AIME真题,而且打开之后历年的题目...
(A) 0 (B) 1 (C) 4 (D) 6 (E) 8 6 / 37 AMC-02 AMC about algebraic problems 代数 一、Linear relations (1) Slope y-intercept form: y kx b ( k is the slope, b is the y-intercept) (2)Standard form: Ax By C 0 (3)Slope and one point P(x , y ),k (...
Part.1 《Mastering AMC 10/12》BY Omega Learn Omega Learn官网自制AMC竞赛辅导书籍，AMC竞赛每一个...
Te publication, reproduction or communication o the problems or solutions o the AMC 10 during the period when students are eligible to participate seriously jeopardizes the integrity o the results. Dissemination via copier, telephone, e-mail, World Wide Web or media o any type during this per...
📕 油管频道:Sohil Rathi 📕 四套AMC8视频课:✅AMC 8 Fundamentals Course;✅AMC8 Advanced Course;✅Mastering AMC8 Course;✅2024 AMC8 Solutions 📕 配套资料:《Mastering AMC8》教材;往年AMC8真题;AMC8公式#amc8 #amc8课程 #amc8竞赛 #amc8考试 #amc8备考 11 抢首评 10 1 举报发布时间:2025-02-...
What is the length of the shortest line segment P Q that is tangent to C1 at P and to C2 at Q? (A) 15 (B) 18 (C) 20 (D) 21 (E) 24 19 The graph of the function f is shown below. How many solutions does the equation f (f (x)) = 6 have? y (-2, 6) 6 (1, 6...
CorrespondenceabouttheproblemsandsolutionsforthisAMC12andorders foranyofthepublicationslistedbelowshouldbeaddressedto: AmericanMathematicsCompetitions UniversityofNebraska,P.O.Box81606 Lincoln,NE68501-1606 Phone:;Fax:;email:amcinfo@ TheproblemsandsolutionsforthisAMC12werepreparedbytheMAA’sCommitteeonthe AMC10an...
We hope that teachers will inform their students about these solutions, both as illustrations of the kinds of ingenuity needed to solve nonroutine problems and as examples of good mathematical exposition. However, the publication, reproduction or communication of the problems or solutions of the AMC...