京东 11.11 红包
5-12无穷限的反常积分(Inproper integrals with infinite limits)
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跟张旭老师学高数~~
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5-14反常积分敛散性的判定(Tests for convergence and divergence of inproper integrals)
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2-8函数的线性化(Linearization of a function)
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5-9定积分的换元法(Substitution in definite integration)
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2-14导数与微分全章总结(1)(Summary of Chapter Two (1))
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4-5换元积分法(Integration by substution)
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2-7高阶导数(Higher-order derivatives)
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1-18极限的运算法则(Operation rules of limits)
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2-14导数与微分全章总结（2）(Summary of Chapter Two (2))
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3-3柯西中值定理(Cauchy's mean value theorem)
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2-11隐函数的导数(Implicit differentiation)
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2-5导数的四则运算法则(Four operation rules of derivatives)
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1-23极限计算中的等价替换(Equivalent replacement in limit calculation)
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流传很广的积分，这题算难题吧？
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2-13相关变化率(Related rates)
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2-12参数方程求导(Derivation of function defined by parametric equations)
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3-2拉格朗日中值定理(Lagrange's mean value theorem)
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【苏联教育电视课程】《高等数学》第19-20讲：微积分导论（1977年）
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5-11 定积分的数值计算(Numerical integral)
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3-1罗尔定理(Rolle's theorem)
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3-4洛必达法则(L'Hospital's rule)
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官方模拟卷最难大题（第一型曲面积分的巧妙变换你能想到吗？）
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4-6分部积分法(Integration by parts)
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4-3凑微积分法(Integration by patchwork differential)
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遇到反函数积分，再也不用担心了！
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5-3定积分的概念(Concepts of definite integral)
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4-7有理函数的积分(Integration of rational functions)
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3-15牛顿切线求根法(Newton's method for finding roots by tangents)
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1-25函数的间断点(Discontinuous points of functions)
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2-9函数的微分(Differential)
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三种方法处理三角有理函数的积分！
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1-13函数极限的性质(Properties of function limits)
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2024-2025学年秋季学期《高等数学（上）》：期中复习
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5-6微积分的基本定理(1)(The first part of the fundamental theorem of calculu)
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1-16函数图形的渐近线(Asymptotes of graphs)
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总结利用级数的方法求数列极限
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1-9数列极限的性质(Properties of sequence limits)
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3-5泰勒中值定理(Taylor's mean value theorem)
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1-24函数的连续性(Continuity of functions)
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3-12函数的极值(Extreme value of functions)