IB数学想拿7分，狂刷这4本练习册就对了！

自从IB数学课程改革之后，IB数学被分为分析数学（AA）和应用数学（AI）两个分支，且根据难度不同，分为HL（高等级难度）和SL（标准等级难度）。

Analysis and Approach SL；

Analysis and Approach HL；

Application and Interpretation SL；

Application and Interpretation HL；

IB数学AA为分析数学，侧重于考察对于数学基础知识理论的掌握，重视分析和方法研究，运算较多。

IB数学AI为应用数学，侧重考察学生运用数学工具解决实际问题的能力，喜欢考察函数、统计与概率板块。

按照难度不同，基本可划分：

AA HL > AI HL > AA SL > AI SL

距离5月份IB数学大考越来越近，相信同学们都已经进入紧张的备考状态，那么，在考前这段时间，同学们是如何进行大考备考冲刺的？

IB数学主要是一些数学概念理解及公式运用。想要拿下IB数学，需要同学们先将书本上的知识点弄懂，在对应认真刷练习题，同学们通过有效做题训练，把知识点应用到场景中，活学活用，见题立即拆招，期末考便无忧。

在日常学习中，同学们注意可以将不懂或者有疑问的内容记录下来，及时寻求老师或同学帮助，及时解决掉这一问题。日常记录笔记，可以记录一些重点的思路、方法、后期及时复习巩固。

整理错题集。很有必要，整理错题集可以帮助我们快速复习回顾，加深之前出错点的正确解法的印象，可以渐渐达到融会贯通的效果。

冲刺阶段一定要认真刷刷真题，通过刷真题，不仅可以清楚了解自己对知识点的掌握情况，及时查漏补缺，还可以了解正式考试情况，模拟考试，做好时间分配。

Algebra(运算)：De Moivre's theorem, proofs by induction/contradiction/counterexample, analytical solutions of system of 3 equations

Functions(函数)：factor/remainder theorems, sum and product of roots of polynomials

Geometry/Trig(几何)：compound angle identities, symmetries in trig functions, vectors

Probability/Stats(统计)：Bayes' theorem, continuous random variables, linear transformations of a random variable

Calculus(微积分)：higher derivatives, l'Hopital rule, Maclaurin series, implicit differentiation, partial fractions integration, repeated use of integration by parts, first order ODE, Euler's method for a single ODE, separation of variables, homogeneous ODE, integrating factor, calculus of series

Algebra(运算)：binomial theorem/Pascal's triangle

Functions(函数)：rational functions, graphs of exponential/logarithmic functions, transformations

Geometry/Trig(几何)：Pythagorean identity, graphs of trig functions, quadratic trig equations

Probability/Stats(统计)：equation of the regression line of x on y (x given y), standardized normal distribution

Calculus(微积分)：chain/product/quotient rules, rates of change, kinematics

Algebra(运算)：arguments, matrices, eigenvalues/eigenvectors

Functions(函数)：scaling with log notations, log-log and semi-log plots

Geometry/Trig(几何)：matrix transformations, determinants, graph theory/trees, MST, Kruskal's and Prim's algorithms, Chinese postman problem algorithm, TSA

Probability/Stats(统计)：non-linear regression, sum of square residuals, coefficient of determination, unbiased estimates of mean and standard deviation, central limit theorem, confidence intervals of the mean, Poisson distribution, Binomial distribution，bivariate normal distribution, Types I and II errors, Markhov chains

Calculus(微积分)：ODEs, slope fields, a second-order ODE, phase portrait

Algebra(运算)：amortization and annuities

Functions(函数)：modelling

Geometry/Trig(几何)：equations of perpendicular bisectors, Voronoi diagrams

Probability/Stats(统计)：Spearman's rank, null and alternate hypotheses, significant levels, p-values, chi-squared test for independence, for goodness of fit, one-tailed/two-tailed t tests

Calculus：Approximations with trapezoidal rule。

IB数学练习册资料/规划

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