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2019年STEP数学考试做出新的调整

2019年STEP数学考试将实行以下修改:

将更新规范,以反映A-level数学和进阶数学的改革;
每篇试卷中的问题数将减少。
STEP 1 基于 A-level数学。论文分为两个部分的11个问题:第一部分包含8个纯问题,第二个问题包含3个问题,其中至少一个将涉及力学,其中至少一个将涉及概率/统计,第三个问题包括力学或概率问题。统计。

STEP 2 基于 A-level数学和 AS进阶数学。论文分为三个部分的12个问题:第一部分包含8个纯问题,第二个包含2个力学问题,第三个包含2个概率/统计问题。

STEP 3 基于 A-level数学和A-level进阶数学。论文分为三个部分的12个问题:第一部分包含8个纯问题,第二个包含2个力学问题,第三个包含2个概率/统计问题。

问题的风格将保持不变,并且以前试卷中的 STEP 问题大部分可用于备考借鉴。

如前所述,每个问题的最大分数为20。在每一篇论文中,候选人将被评估六个最佳答案的问题;不会对任何部分可能尝试的问题数量进行限制,并且所有尝试的问题都将被标记。

每个问题的评分方案将用于奖励在完成解决方案方面取得良好进展的候选人。正确的答案总是得到满分,无论使用什么方法。

问题可能会测试考生以新颖和不熟悉的方式应用数学知识的能力,并且往往需要了解几个不同的规范主题。解决方案通常需要洞察力、独创性、持久性和通过大量代数操作序列工作的能力。


原文:
The following changes will be implemented for the 2019 examinations:
  • the specifications will be updated to reflect the reforms in A Level Mathematics and Further Mathematics;
  • the number of questions in each paper will decrease.
STEP 1 is based on A Level Mathematics. The paper has 11 questions across two sections: the first contains 8 pure questions, and the second contains 3 questions, at least one of which will be on mechanics, at least one of which will be on probability/statistics, and a third either on mechanics or probability/statistics.

STEP 2 is based on A Level Mathematics and AS Level Further Mathematics. The paper has 12 questions across three sections: the first contains 8 pure questions, the second contains 2 mechanics questions, and the third contains 2 probability/statistics questions.
STEP 3 is based on A Level Mathematics and A Level Further Mathematics. The paper has 12 questions across three sections: the first contains 8 pure questions, the second contains 2 mechanics questions, and the third contains 2 probability/statistics questions.
The style of the questions will remain unaltered, and most of the STEP questions from previous papers can be used for preparation.
As before, each question will have the maximum mark of 20. In each paper, candidates will be assessed on the six questions best answered; no restriction will be placed on the number of questions that may be attempted from any section and all questions attempted will be marked.
The marking scheme for each question will be designed to reward candidates who make good progress towards a complete solution. Correct answers always receive full marks, whatever the method used.
Questions may test a candidate’s ability to apply mathematical knowledge in novel and unfamiliar ways and will often require knowledge of several different specification topics. Solutions will frequently require insight, ingenuity, persistence and the ability to work through substantial sequences of algebraic manipulation.

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