考研数学进入新纪元!从2025考研数学真题,看明年考研数学的备考方式
025考研已经圆满落下了帷幕,首先要恭喜完成了全部考试的同学们。考试结束后大家势必都会对本年的考试难度有自己的评价,客观来说今年的数学真题总体算是中等难度,绝大部分题目仍是常规题型,但有个别题目略显冷门。无论哪个考别的试卷应该说都还是总体延续了以往考试的主要特点,具体来说,今年的真题主要呈现以下几个特点:
仍然注重基础知识的考查
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
2
重视计算
每个卷种仍延续了以往绝大部分题目需要通过一定的计算才能得出结果的特点,且有个别题目计算量略大。由此可见,在复习中计算能力的培养非常重要,而计算能力只有依靠自己做题才能提高上来,所以在数学复习的过程中“多动手”仍是非常重要的。
3
综合性强
自21年考试大纲修改以来,由于选填题的单题分值有所升高,部分选填题的明显从考查单一知识点变为考查多个知识点,甚至是不同科目的知识点结合考查,比如数一中的7题,不仅将线代中的向量组关系与方程组的解结合考查,还加入了空间图形判断的考查。又比如数二的14题在参数方程求导的基础上一并考查了隐函数求导和变限积分求导。再比如数三的7题,需要先完成矩阵乘法和加法运算,再求解行列式才能得到二次型,最后再讨论正定性。还有其他例子就不一一列举了,综合性加强这一特性在未来一段时间内仍将延续,这一特点也提示我们在复习中要打牢基础,只有基础牢固的情况下,才有可能顺利解决掉综合性的题目。
4
题目新颖
今年的真题中再次出现了一小部分形式相对新颖的题目,比如数一20题的曲面虽然仍是以一条曲线绕一条直线旋转的方式给出,但是曲线并不是以往平面曲线的呈现方式,旋转轴也从以往的坐标轴改为了一条空间曲线,导致很多同学纠结于曲面方程不会写的问题,其实这个题目并不需要写出曲面方程,如果能意识到第一条直线是轴,2条直线的交点是坐标原点,旋转面是一个圆锥面,则可以通过补面用高斯的办法直接讲题目转化为几何意义可以解决的问题。又比如数一21题的第二问本质就是方程组求解问题,但是并没有直接给出方程组,而是需要根据题目给出的2个等式自行构造出方程组。再比如数二22题的本质就是考查合同和相似,但是第1问对合同的考查从以往要求判断是否合同变为已知合同定参问题,第2问通过正交变换的方式给出了2个矩阵相似的结论,而很多同学在对二次型做正交变换化为标准形的时候往往会忽略掉2个矩阵相似这个结论。对于相对新颖的题目,就其本质,无非就是略微改变了对知识点的描述方式或者考查的方向而已,对于知识点本身并无新的要求。所以,能否解决掉此类题目的根本仍在于基础是否扎实。
5
个别题目略显冷门
今年的个别题目略显冷门, 比如数一和数三的9题是相同的题目,考查的是泊松定理,这个内容是考频非常低的一个内容,虽然我们课上讲过,但是很容易被同学们忽略掉。又比如数三10题考查了以往从来没考过的经验分布函数。再比如数二6题考查了定积分物理应用中考频比较低的万有引力问题。这也再次说明了大纲中有的知识点只有考频高低的区分,不会有从来都不考的内容,所以复习的时候全面性仍然很重要。
6
题目趋同性高
今年仍延续了近几年的一个特点,就是不同卷种的题目趋同率比较高,同一个题目在2个或者3个卷种中都会出现。这一特点也提示我们,在复习之初不必过于纠结考别的影响,且目前各考别的难度也比较趋同。
7
考查心态、答题策略的选择非常重要
今年仍延续了以往的一个特点,就是最难的题目,或者说最让同学头疼的题目未必在最后,今年各卷种的选填题中都会有那么1-2个令人头疼的题目,这其实也说明了考研数学考查的不仅是知识储备,也考查心态。在整个复习过程中,我们就反复给大家强调,考研数学跟我们以往考试的试卷都不相同,并不是由易到难的,要想最大限度发挥出自己的最佳水平,采取的应试策略应该是先先解决自己一眼就有思路的题目,然后再逐一解答那些有一定难度,或者思路不清晰的题目。如果仍按照以往的策略,从前到后按部就班的答题,则很有可能在考试的前半个到一个小时就因为被某个题目卡住了而浪费了大量的时间,导致后面会的题目没有充足的时间解答,甚至是心态崩盘。
综上所述,其实每年的真题在总体方向、特点甚至是考试难度上并无大的变动。对于25的同学来说,考试已经结束了,坚持下来的至少就成功了一半。而对于26的同学来说,希望大家在复习过程中一定要重视我们上面所提到的相关复习策略,比如注重基础、自己动笔做题、重点突出的基础上也要兼顾全面等等,让自己的复习能够获得事半功倍的效果。
对试卷的分析从2021年调整考研大纲开始,考研数学进入了新纪元,奇偶数年的规律已经成为过去,2022,2023,2024,2025这几年考试的难度及区分度逐步均衡,接连三年的泰勒中值定理证明落下帷幕,但计算能力的考察一如既往,同时均衡了计算量与技巧性并重,无论数一数二还是数三,解答题目计算压力较大。1️⃣ 数一考察有理函数积分,二型曲面积分计算,多元函数微分学与微分方程的结合题目,证明题中单调递增的充分必要条件证明,与数二数三一致。线代考察了平面的位置关系,特征值性质求参问题和非齐次线性方程组求解问题。概率中选择题考察到了假设检验,大题中分布函数和期望的问题,泊松分布近似二项分布的考察也较为罕见,概率大题与数三一致,计算量可观,考察点不同寻常。其他题目较常规,如二重积分交换积分次序问题及一元含变限积分函数极值拐点判定,无穷级数敛散性判定绝对收敛判定,极限计算,二次型正负惯性指数问题,方差问题等。2️⃣ 数二考察选择题考察到微分方程考到两次,包括解与反常积分结合问题,齐次方程求解问题,二重积分也考到两次,包括直角坐标系交换积分次序。解答题考到二重积分计算,多元微分复合函数逆问题及极值问题,线代仍然考察了实对称矩阵的正交变换,第一问求参,第二问正交变换。3️⃣ 数三考察客观题中分别考查了等价无穷小,可相似对角化判定,正态分布相关系数计算,考查面较广,但考查内容都比较基础,综合性较强。高数大题考察到了有理函数积分计算,其他还有导数存在判定可导,证明题等与数二一致,线代大题考到了方程组求解,较为反常规,有一种苦练的二次型无处施展的迷茫,但对计算能力的需求不小。对25数学真题进行难度的总结虽然今年有一些考察片面的部分,但常规习题的复习还是占主导地位。遵循考研数学的命题规律,按部就班的进行复习,往往能达到事半功倍效果。对真题进行分析和总结,才能有的放矢进行复习规划。冰冻三尺非一日之寒,考研数学需要慢慢积累和沉淀,绝不能靠考前突击大神押题,一定要好好利用真题,多动笔多总结。
重点来了!
25考研复试课程火热报名中
专属班主任督学 → 个性化制定计划
及时有效解决问题
好课即将开启 → 即报即学
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