V
主页
洛必达法则的基本应用举例(Examples of the Basic Applications of l'Hospital's Rule)
发布人
打开封面
下载高清视频
观看高清视频
视频下载器
二项分布的假设检验(Applications of Hypothesis test for Binomial Distributions)
洛必达法则的另类应用举例(Examples of the Extra Applications of l'Hospital's Rule)
复角公式/和差展开式的例题举例(Examples of the compound angle formulae)
第一类换元积分法举例(1)(Examples of Integrating by Substitution I(1))
与多项式相关的基本极限计算举例(Examples of Limit of Basic Polynomials)
重要三角比的极限和韦达公式(Basic trigonometric limits and Viete's Formula)
6个基本三角函数的图像总结(Summaries of properties of 6 Baisc Trigonometric Functions' Graph)
概率分布的相关计算(Applications of Probability Distribution)
棣莫弗定理的简单应用(Applicantions for de Moivre's Theorem in complex numbers)
利用数学归纳法求n阶导数(Prove nth derivative by using Principle of Mathematical Induction)
与三角比相关的基本极限计算举例(Examples of Limit of Basic Trigonometries)
第一类换元积分法举例(2)(Examples of Integrating by Substitution I(2))
基本的换元积分的一题多解(simple integrals by substitution with multi-answes)
曲线弧长的计算举例(Calculating the Length of the Arc on the Curve by Calculus)
二项分布的假设检验以及拒绝域计算(hypothesis of binomial distribution and its critical regions)
辅助角公式的应用(Application of Inverse Compound Formulae in Trigonometry)
微积分在运动学中的应用(1)(位移函数)(Application in Kinematics by Calculus with Displacement)
空间几何应用题(1)(Applications for 3-Dimensional coordinates(1))
三角换元法解二阶微分方程举例(Solve second order differential equation by trig. substituting)
和差化积公式的推导与应用(Deduction and Application for the Factor Formulae in trigonometry)
函数作图(1)正态函数和指数作差(Sketching Curves of Normal and Difference of the Exponentials)
极坐标下的水平切线和竖直切线(parallel tangents and perpendicular tangents to the initial line)
二阶微分方程的函数分析举例(Analysis a function by solve second order differential equation)
条件概率的计算举例(1)(Examples for the Conditional Probability)
反证法的相关证明(Proof by Contradiction)
函数作图(2)大浪函数和逻辑函数(Sketching Curves of Surge Function and Logistic Function)
较复杂的条件概率计算举例(Example of Further Complicated Conditional Probability)
空间几何应用题(2)深圳平安金融中心(Applications for 3-Dimensional coordinates(2)Ping An)
参数方程下的微分和积分综合题举例(differentiate and integral under parametric equations)
正态分布应用题举例(applications of Normal Distribution)
圆锥曲线(1)直角双曲线的综合题(Applications of Rectangular Hyperbolar in Conic Curves)
积分的双曲三角换元和圆三角换元的互换技巧(integral substitution by hyperbolic trig and circular trig)
利用矩阵求解三元一次方程组和平面位置关系(Describe the Positions of Planes by Matrix and Vector)
极坐标下求夹面积(Areas between two curves under polar coodinates system)
参数方程消参的三种技巧(3 methods for eliminating the parameters in parametric equations)
IBFM及APBC利用定积分计算图形汇总(summary for calculating the graph by definite integrals)
函数常用的八种变换(transformations of the function)
等差等比数列的公式汇总分析与使用技巧(summary and application of Arithmetic and Geometric Sequence)
利用积分因子计算一阶微分方程的原理(principle of solving 1st order D.E. by integrating factor)
极坐标下的面积与切线的综合题(Find the areas and tangents under the Polar Coordinate System)