I.函数(Functions)、图像(Graphs)、极限(Limits) 包括图象分析(Analysis of graphs)、函数的极限(Limits of functions)、渐进和无穷(Asymptotic and unbounded behavior)、函数的连续性(Continuity as a property of functions)4部分内容;
Ⅱ.导数(Derivatives) 包括导数的概念(Concept of the derivative)、在一个点处的导数(Derivative at a point)、导函数(Derivative as a function)、二阶导数(Second derivatives)、导数的应用
(Applications of derivatives)、导数的运算(putation of derivatives)等内容;
Ⅲ.积分Integrals 包括积分的概念和性质(Interpretations and properties of definite integrals)、积分的应用(Applications of integrals)、微积分基本定理(Fundamental Theorem of Calculus)、不定积分(Techniques of antidifferentiation)、不定积分的应用(Applications of antidifferentiation)、定积分的数值计算(Numerical approximations to definite integrals);
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