微积分在数学解题中有着广泛应用,它可以简化数学问题,明确做题思路和逻辑,通常被应用于代数方程根的求解、恒等变形、恒等式证明等问题。在应用微积分解题的过程中,首先要明确微积分是以数列为基础的一种新层次知识,其中贯穿了极限思想的解题方式,凸显出了重要内容积分和微分相互之间的矛盾关系。下面将重点介绍微积分的基本内容及其在解题中的应用,让同学们学会利用微积分来解答数学问题,提高数学解题正确率。 Calculus is widely used in solving mathematical problems. It can simplify math problems, clarify the ideas and logic of the problem, and is usually applied to the root solution of algebraic equations, identity transformation, identity proof and so on. In the process of applying calculus to solve problems, we must first make clear that calculus is a new level of knowledge based on the sequence, in which the way of solving problems that runs through the limit idea highlights the contradictions between the important content points and the differentials relationship. The following will focus on the basic content of calculus and its application in problem solving, so that students learn to use calculus to answer math problems and improve the accuracy of math problems.