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导数是高中数学的重点内容和主干知识之一,是高中数学与高等数学衔接非常紧密的内容,也是学习高等数学的必备基础,导数在中学中主要围绕几类基本初等函数的求导公式和求导法则、函数的单调性、函数的极值和最值、导数的几何意义、导数与不等式的证明等核心内容展开,涉及的知识点能力要求高,综合性强,在具体应用中,除了掌握导数的代数意义、
Derivatives is one of the key contents and main knowledge of high school mathematics. It is a very close connection between high school mathematics and advanced mathematics. It is also an essential foundation for learning advanced mathematics. Derivatives are mainly based on the derivation formulas of several basic elementary functions Derivation of the law of derivation, the monotonicity of the function, the extremum and the most value of the function, the geometric meaning of the derivative, the proof of the derivative and the inequality, and so on. The requirements of the knowledge point involved are high and comprehensive. In the specific application, Grasp the algebraic meaning of derivatives,