Paperback. Pub Date: 2017-04-01 Pages: $number Language: Chinese Publisher: The Guangdong Educational Press. Dr. Xiong can take notes in the textbook analysis. difficult to break through. the code of the case. error diagnosis.On the basis of the traditional 5-dimensional design of the examination questions. the 5 major features of the series have been realized. Step-by-step: from micro-test. micro-examination .

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Title: Dr. Xiong can take notes: High school math (RB)(Chinese Edition)
ISBN 10: 7554816713
ISBN 13: 9787554816714
Binding: paperback
Condition: New

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《雄博士超能提分笔记》在教材全析、重难突破、典例激思、易错诊断、考题集萃等传统5维设计基础上，丛书5大特色创新实现考试提分。考点进阶化：从微考点、微考题到解题依据归纳凸显学习进阶历程，科学助学。考法例证化：将解题规律拓展成为解题通法，按题型设置典型例证，各个击破。答题模板化：提炼出各学科的解题思维模式教会学生高端解题策略，举一反三。解题优化：紧扣高考必考题型，提炼各类题型的解题技法，满分策略。考卷诊断化：结合典型错例及考情，教会规避考试失分点的方法，规范答题。《雄博士超能提分笔记：高中数学（理）》为该系列之一。第一章集合与常用逻辑用语第1讲集合的概念与运算第2讲命题及其关系、充分条件与必要条件第3讲简单的逻辑联结词、全称量词与存在量词第二章函数、导数及其应用第4讲函数及其表示第5讲函数的单调性与最值第6讲函数的奇偶性与周期性第7讲二次函数与幂函数第8讲指数与指数函数第9讲对数与对数函数第10讲函数与方程第11讲函数的图象第12讲函数模型及其应用第13讲变化率与导数、导数的计算第14讲导数与函数的单调性第15讲导数与函数的极值、最值第16讲导数与函数的综合问题第17讲定积分与微积分基本定理第三章三角函数、解三角形第18讲任意角和弧度制及任意角的三角函数第19讲同角三角函数的基本关系与诱导公式第20讲三角函数的图象与性质第21讲两角和与差的正弦、余弦和正切公式第22讲正弦定理和余弦定理第23讲解三角形应用举例第四章平面向量、数系的扩充与复数的引入第24讲平面向量的概念及其线性运算第25讲平面向量基本定理及坐标表示第26讲平面向量的数量积与平面向量应用举例第27讲数系的扩充与复数的引入第五章数列第28讲数列的概念与简单表示法第29讲等差数列及其前n项和第30讲等比数列及其前n项和第31讲数列求和第六章不等式、推理与证明第32讲不等关系与不等式第33讲一元二次不等式及其解法第34讲二元一次不等式（组）与简单的线性规划问题第35讲基本不等式第36讲合情推理与演绎推理第37讲直接证明与间接证明第38讲数学归纳法第七章立体几何第39讲空间几何体的三视图、直观图、表面积和体积第40讲空间点、直线、平面之间的位置关系第41讲直线、平面平行的判定及其性质第42讲直线、平面垂直的判定及其性质第43讲空间向量及其运算第44讲立体几何中的向量方法（一）证明平行与垂直第45讲立体几何中的向量方法（二）一求空间角和距离第八章解析几何第46讲直线的倾斜角与斜率、直线的方程第47讲两条直线的位置关系第48讲圆的方程第49讲直线与圆、圆与圆的位置关系第50讲椭圆第5l讲双曲线第52讲抛物线第53讲曲线与方程第54讲圆锥曲线的综合问题第九章计数原理与概率、随机变量及其分布第55讲分类加法计数原理与分步乘法计数原理第56讲排列与组合第57讲二项式定理第58讲随机事件的概率第59讲古典概型第60讲几何概型第61讲离散型随机变量及其分布列第62讲条件概率、n次独立重复试验与二项分布第63讲离散型随机变量的均值与方差、正态分布第十章算法初步、统计、统计案例第64讲算法与程序框图第65讲随机抽样第66讲用样本估计总体第67讲变量间的相关关系与统计案例第十一章坐标系

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